Title: depricated
Course: Physics copy 1

Q: Samantha is unloading a 40 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 23 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 360.8 (± 1)

Q: Samantha is unloading a 90 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 20 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 828.8 (± 1)

Q: Samantha is unloading a 90 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 14 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 855.8 (± 1)

Q: Samantha is unloading a 40 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 25 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 355.3 (± 1)

Q: Samantha is unloading a 60 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 14 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 570.5 (± 1)

Q: Samantha is unloading a 50 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 16 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 471 (± 1)

Q: Samantha is unloading a 70 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 19 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 648.6 (± 1)

Q: Samantha is unloading a 80 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 25 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 710.5 (± 1)

Q: Samantha is unloading a 70 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 13 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 668.4 (± 1)

Q: Samantha is unloading a 100 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 14 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 950.9 (± 1)

Q: Samantha is unloading a 100 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 16 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 942 (± 1)

Q: Samantha is unloading a 80 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 16 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 753.6 (± 1)

Q: Samantha is unloading a 100 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 15 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 946.6 (± 1)

Q: Samantha is unloading a 40 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 10 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 386 (± 1)

Q: Samantha is unloading a 70 kg crate of delicious delicious doughnuts from a delivery truck with an unloading ramp on an angle of 12 degrees. The magnitude of the component of gravitational force parallel to the ramp is _____N. Enter your answer as a number correct to one decimal place eg 5.1)
A: 671 (± 1)

Q: Bryn is unloading a 80 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 9 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.2. With the crate moving (overcoming static friction) Bryn pushes it down the ramp with a force of 66 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.4 (± 1)

Q: Justin is unloading a 60 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 23 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.7. With the crate moving (overcoming static friction) Justin pushes it down the ramp with a force of 203 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.9 (± 1)

Q: Bryn is unloading a 70 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 16 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.7. With the crate moving (overcoming static friction) Bryn pushes it down the ramp with a force of 278 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.1 (± 1)

Q: Peter is unloading a 100 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 6 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.1. With the crate moving (overcoming static friction) Peter pushes it down the ramp with a force of 22 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.3 (± 1)

Q: Kyle is unloading a 80 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 21 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.7. With the crate moving (overcoming static friction) Kyle pushes it down the ramp with a force of 302 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.9 (± 1)

Q: Micah is unloading a 90 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 18 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.3. With the crate moving (overcoming static friction) Micah pushes it down the ramp with a force of 13 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.4 (± 1)

Q: Peter is unloading a 40 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 11 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.8. With the crate moving (overcoming static friction) Peter pushes it down the ramp with a force of 241 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.2 (± 1)

Q: Cody is unloading a 70 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 8 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.7. With the crate moving (overcoming static friction) Cody pushes it down the ramp with a force of 402 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.3 (± 1)

Q: Justin is unloading a 90 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 15 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.8. With the crate moving (overcoming static friction) Justin pushes it down the ramp with a force of 454 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0 (± 1)

Q: Michell is unloading a 10 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 25 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.7. With the crate moving (overcoming static friction) Michell pushes it down the ramp with a force of 35 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 1.4 (± 1)

Q: Bryn is unloading a 70 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 21 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.9. With the crate moving (overcoming static friction) Bryn pushes it down the ramp with a force of 377 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.7 (± 1)

Q: Micah is unloading a 60 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 16 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.1. With the crate moving (overcoming static friction) Micah pushes it down the ramp with a force of -28 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 1.3 (± 1)

Q: Kyle is unloading a 90 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 25 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.6. With the crate moving (overcoming static friction) Kyle pushes it down the ramp with a force of 142 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.4 (± 1)

Q: Cody is unloading a 40 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 12 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.7. With the crate moving (overcoming static friction) Cody pushes it down the ramp with a force of 204 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.4 (± 1)

Q: David is unloading a 60 kg crate of cookies from a delivery truck with an unloading ramp on an angle of 24 degrees. The coefficient of kinetic friction between the ramp and the crate is 0.8. With the crate moving (overcoming static friction) David pushes it down the ramp with a force of 244 N. The acceleration of the crate is _____N. (Enter your answer as a number correct to one decimal place eg 5.1)
A: 0.9 (± 1)

Q: Althea is pushing a block of wood of mass 41 kg along a horizontal surface with a force of 340 N at an angle of 23 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.3. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 180 (± 1)

Q: Nick is pushing a filing cabinet of mass 32 kg along a horizontal surface with a force of 450 N at an angle of 12 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.15. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 390 (± 1)

Q: Kayla is pushing a box of chocolates of mass 37 kg along a horizontal surface with a force of 420 N at an angle of 19 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.58. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 130 (± 1)

Q: Althea is pushing a block of wood of mass 42 kg along a horizontal surface with a force of 260 N at an angle of 14 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.23. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 150 (± 1)

Q: Kate is pushing a filing cabinet of mass 46 kg along a horizontal surface with a force of 360 N at an angle of 26 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.93. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: -210 (± 1)

Q: Samantha is pushing a velocoraptor of mass 22 kg along a horizontal surface with a force of 260 N at an angle of 12 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.31. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 180 (± 1) / 170

Q: Mitchell is pushing a velocoraptor of mass 48 kg along a horizontal surface with a force of 330 N at an angle of 14 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.12. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 260 (± 10)

Q: Samantha is pushing a shaggy dog of mass 42 kg along a horizontal surface with a force of 310 N at an angle of 26 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.44. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 69 (± 1)

Q: Kelly is pushing a velocoraptor of mass 31 kg along a horizontal surface with a force of 360 N at an angle of 26 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.83. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: -23 (± 1)

Q: Justin is pushing a box of chocolates of mass 43 kg along a horizontal surface with a force of 230 N at an angle of 28 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.29. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 76 (± 1)

Q: Evelyn is pushing a filing cabinet of mass 26 kg along a horizontal surface with a force of 330 N at an angle of 12 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.67. The net force on the box is_____ N. (Enter your annswer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 110 (± 1)

Q: Justin is pushing a piano of mass 37 kg along a horizontal surface with a force of 230 N at an angle of 15 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.76. The acceleration of the piano , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: -2.5 (± 1)

Q: Peter is pushing a shaggy dog of mass 31 kg along a horizontal surface with a force of 270 N at an angle of 15 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.27. The acceleration of the shaggy dog , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 5.5 (± 1)

Q: Brittany is pushing a filing cabinet of mass 36 kg along a horizontal surface with a force of 460 N at an angle of 29 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.58. The acceleration of the filing cabinet , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 3.5 (± 1)

Q: Felicia is pushing a filing cabinet of mass 48 kg along a horizontal surface with a force of 460 N at an angle of 30 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.7. The acceleration of the filing cabinet , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: -0.63 (± 1)

Q: Chris is pushing a sleeping velocoraptor of mass 50 kg along a horizontal surface with a force of 270 N at an angle of 23 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.62. The acceleration of the sleeping velocoraptor , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: -2 (± 1)

Q: Kelly is pushing a box of chocolates of mass 28 kg along a horizontal surface with a force of 340 N at an angle of 13 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.68. The acceleration of the box of chocolates , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 3.6 (± 1)

Q: Chris is pushing a sleeping velocoraptor of mass 20 kg along a horizontal surface with a force of 220 N at an angle of 10 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.87. The acceleration of the sleeping velocoraptor , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 0.81 (± 1)

Q: Brittany is pushing a box of chocolates of mass 25 kg along a horizontal surface with a force of 280 N at an angle of 11 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.37. The acceleration of the box of chocolates , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 6.8 (± 1)

Q: Mitchell is pushing a box of chocolates of mass 34 kg along a horizontal surface with a force of 460 N at an angle of 28 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.55. The acceleration of the box of chocolates , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 4.6 (± 1)

Q: David is pushing a block of wood of mass 48 kg along a horizontal surface with a force of 360 N at an angle of 29 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.32. The acceleration of the block of wood , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 3.2 (± 1)

Q: Bryn is pushing a shaggy dog of mass 43 kg along a horizontal surface with a force of 450 N at an angle of 25 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.38. The acceleration of the shaggy dog , given a standard frame of reference is_____ m/s^2. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 5.1 (± 1)

Q: Althea is pushing a filing cabinet of mass 44 kg along a horizontal surface with a force of 360 N directed parallel to the plane. The coefficient of kinetic friction is 0.16. The net force on the filing cabinet is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 69 (± 1)

Q: Kyle is pushing a filing cabinet of mass 40 kg along a horizontal surface with a force of 250 N directed parallel to the plane. The coefficient of kinetic friction is 0.85. The net force on the filing cabinet is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 330 (± 1)

Q: Cody is pushing a sleigh full of toys of mass 31 kg along a horizontal surface with a force of 250 N directed parallel to the plane. The coefficient of kinetic friction is 0.41. The net force on the sleigh full of toys is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 120 (± 1)

Q: Micah is pushing a chair formerly belonging to Newton of mass 41 kg along a horizontal surface with a force of 360 N directed parallel to the plane. The coefficient of kinetic friction is 0.47. The net force on the chair formerly belonging to Newton is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 190 (± 1)

Q: Felicia is pushing a block of wood of mass 26 kg along a horizontal surface with a force of 450 N directed parallel to the plane. The coefficient of kinetic friction is 0.55. The net force on the block of wood is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 140 (± 1)

Q: Kate is pushing a box of chocolates of mass 21 kg along a horizontal surface with a force of 300 N directed parallel to the plane. The coefficient of kinetic friction is 0.01. The net force on the box of chocolates is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 2.1 (± 1)

Q: Brittany is pushing a block of wood of mass 23 kg along a horizontal surface with a force of 260 N directed parallel to the plane. The coefficient of kinetic friction is 0.89. The net force on the block of wood is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 200 (± 1)

Q: Kyle is pushing a block of wood of mass 35 kg along a horizontal surface with a force of 300 N directed parallel to the plane. The coefficient of kinetic friction is 0.58. The net force on the block of wood is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 200 (± 1)

Q: Felicia is pushing a filing cabinet of mass 25 kg along a horizontal surface with a force of 420 N directed parallel to the plane. The coefficient of kinetic friction is 0.67. The net force on the filing cabinet is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 160 (± 1)

Q: David is pushing a block of wood of mass 46 kg along a horizontal surface with a force of 340 N directed parallel to the plane. The coefficient of kinetic friction is 0.86. The net force on the block of wood is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 390 (± 1)

Q: David is pushing a filing cabinet of mass 31 kg along a horizontal surface with a force of 250 N directed parallel to the plane. The coefficient of kinetic friction is 0.11. The net force on the filing cabinet is _____ N. (Use the direction of motion as the positive direction. Enter your answer as a number correct to 2 significant digits. Do not round off your calculations)
A: 33 (± 1)

Q: Felicia is pushing a block of wood of mass 26 kg along a horizontal surface with a force of 430 N at an angle of 10 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.36. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 310 (± 1)

Q: Micah is pushing a shaggy dog of mass 48 kg along a horizontal surface with a force of 250 N at an angle of 20 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.13. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 180 (± 1)

Q: Micah is pushing a block of wood of mass 41 kg along a horizontal surface with a force of 410 N at an angle of 30 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.87. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: -120 (± 1)

Q: Nick is pushing a piano of mass 41 kg along a horizontal surface with a force of 400 N at an angle of 28 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.2. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 280 (± 1)

Q: Kaley is pushing a velocoraptor of mass 42 kg along a horizontal surface with a force of 250 N at an angle of 29 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.91. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: -230 (± 1)

Q: Chris is pushing a filing cabinet of mass 50 kg along a horizontal surface with a force of 230 N at an angle of 15 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.38. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 21 (± 1)

Q: Felicia is pushing a box of chocolates of mass 21 kg along a horizontal surface with a force of 310 N at an angle of 24 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.65. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 94 (± 1)

Q: Bryn is pushing a piano of mass 28 kg along a horizontal surface with a force of 450 N at an angle of 17 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.16. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 390 (± 1)

Q: Cody is pushing a piano of mass 21 kg along a horizontal surface with a force of 470 N at an angle of 29 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.27. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 350 (± 1)

Q: David is pushing a filing cabinet of mass 32 kg along a horizontal surface with a force of 210 N at an angle of 29 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.59. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: -35 (± 1)

Q: Mitchell is pushing a piano of mass 25 kg along a horizontal surface with a force of 210 N at an angle of 22 degrees directed downwards from the horizontal. The coefficient of kinetic friction in this case is 0.11. The net force on the box is_____ N. (Enter your answer as a number correct to 2 significant figures. Do not round off numbers during calculations.)
A: 170 (± 1)

Q: A cable elevator system has a car and riders with mass 720 kg and a counterweight of mass 430. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 5300 (± 100)

Q: A cable elevator system has a car and riders with mass 700 kg and a counterweight of mass 360. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 4700 (± 100)

Q: A cable elevator system has a car and riders with mass 550 kg and a counterweight of mass 360. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 4300 (± 100)

Q: A cable elevator system has a car and riders with mass 1000 kg and a counterweight of mass 550. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 7000 (± 100)

Q: A cable elevator system has a car and riders with mass 830 kg and a counterweight of mass 360. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 4900 (± 100)

Q: A cable elevator system has a car and riders with mass 540 kg and a counterweight of mass 120. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 1900 (± 100)

Q: A cable elevator system has a car and riders with mass 490 kg and a counterweight of mass 360. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 4100 (± 100)

Q: A cable elevator system has a car and riders with mass 920 kg and a counterweight of mass 530. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 6600 (± 100)

Q: A cable elevator system has a car and riders with mass 470 kg and a counterweight of mass 360. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 4000 (± 100)

Q: A cable elevator system has a car and riders with mass 890 kg and a counterweight of mass 590. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 7000 (± 100)

Q: A cable elevator system has a car and riders with mass 510 kg and a counterweight of mass 260. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 3400 (± 100)

Q: A cable elevator system has a car and riders with mass 850 kg and a counterweight of mass 440. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 5700 (± 100)

Q: A cable elevator system has a car and riders with mass 580 kg and a counterweight of mass 310. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 4000 (± 100)

Q: A cable elevator system has a car and riders with mass 570 kg and a counterweight of mass 260. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 3500 (± 100)

Q: A cable elevator system has a car and riders with mass 950 kg and a counterweight of mass 460. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 6100 (± 100)

Q: A cable elevator system has a car and riders with mass 710 kg and a counterweight of mass 520. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 5900 (± 100)

Q: A cable elevator system has a car and riders with mass 740 kg and a counterweight of mass 310. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 4300 (± 100)

Q: A cable elevator system has a car and riders with mass 840 kg and a counterweight of mass 590. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 6800 (± 100)

Q: A cable elevator system has a car and riders with mass 880 kg and a counterweight of mass 430. If the system were to run freely the tension in the cable (neglecting pulley friction and cable mass) would be _____ N. (enter your answer as a number correct to two significant digits).
A: 5700 (± 100)

Q: Peter is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 110 cm and the magnitude of velocity is 350cm/s. The frequency of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 0.51 (± 0.1)

Q: Bryn is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 90 cm and the magnitude of velocity is 1100cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1.9 (± 0.1)

Q: Justin is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 130 cm and the magnitude of velocity is 410cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 0.5 (± 0.1)

Q: Chris is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 170 cm and the magnitude of velocity is 1600cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1.5 (± 0.1)

Q: Felicia is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 170 cm and the magnitude of velocity is 1100cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1 (± 0.1)

Q: Kyle is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 180 cm and the magnitude of velocity is 1100cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1 (± 0.1)

Q: David is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 90 cm and the magnitude of velocity is 850cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1.5 (± 0.1)

Q: David is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 100 cm and the magnitude of velocity is 940cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1.5 (± 0.1)

Q: Chris is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 150 cm and the magnitude of velocity is 940cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1 (± 0.1)

Q: Brittany is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 70 cm and the magnitude of velocity is 880cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 2 (± 0.1)

Q: Kaley is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 100 cm and the magnitude of velocity is 940cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1.5 (± 0.1)

Q: Samantha is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 180 cm and the magnitude of velocity is 1700cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1.5 (± 0.1)

Q: Nick is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 170 cm and the magnitude of velocity is 1600cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 1.5 (± 0.1)

Q: Bryn is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 190 cm and the magnitude of velocity is 2400cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 2 (± 0.1)

Q: Peter is twirling a model airplane in a circle with uniform circular motion. The radius of the path is 130 cm and the magnitude of velocity is 410cm/s. The period of the rotation is _____ Hz (cycles/second) (enter your answer as a number correct to two significant digits).
A: 0.5 (± 0.1)

Q: A satellite in low earth orbit is traveling at an altitude of 1020 km. It is necessary to use Newton's law of gravitation $$F_g=\frac{Gm_1m_2}{r^2}$$ to find the force of gravity. Given this force, the necessary velocity of the satellite is_____m/s is order for it to maintain its orbit. (Take earth's radius as 6357km. Take care when converting units. Enter your answer correct to 2 significant digits. | [Image: low earth orbit satellite]
A: 7200 (± 100)

Q: A satellite in low earth orbit is traveling at an altitude of 240 km. It is necessary to use Newton's law of gravitation $$F_g=\frac{Gm_1m_2}{r^2}$$ to find the force of gravity. Given this force, the necessary velocity of the satellite is_____m/s is order for it to maintain its orbit. (Take earth's radius as 6357km. Take care when converting units. Enter your answer correct to 2 significant digits. | [Image: low earth orbit satellite]
A: 7600 (± 100)

Q: An ink particle has a charge of 8 uC. The field intensity at a distance of 0.6 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.2

Q: An ink particle has a charge of 6 uC. The field intensity at a distance of 0.8 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.084

Q: An ink particle has a charge of 2 uC. The field intensity at a distance of 0.8 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.028

Q: An ink particle has a charge of 4 uC. The field intensity at a distance of 0.5 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.14

Q: An ink particle has a charge of 7 uC. The field intensity at a distance of 0.5 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.25

Q: An ink particle has a charge of 2 uC. The field intensity at a distance of 1 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.018

Q: An ink particle has a charge of 6 uC. The field intensity at a distance of 0.6 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.15

Q: An ink particle has a charge of 7 uC. The field intensity at a distance of 0.6 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.17

Q: An ink particle has a charge of 8 uC. The field intensity at a distance of 0.9 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.089

Q: An ink particle has a charge of 7 uC. The field intensity at a distance of 0.9 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.078

Q: An ink particle has a charge of 4 uC. The field intensity at a distance of 0.9 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.044

Q: An ink particle has a charge of 6 uC. The field intensity at a distance of 0.9 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.067

Q: An ink particle has a charge of 7 uC. The field intensity at a distance of 0.8 m is _____ N/C.

Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$.

Enter your answer correct to two significant digits.
A: 0.098

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.6 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 60000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.2 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 140000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.2 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 90000

Q: A point charge of magintiude q_1= 2 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.3 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 23000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.6 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 75000

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.2 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 36000

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.2 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 72000

Q: A point charge of magintiude q_1= 2 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.2 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 20000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.3 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 56000

Q: A point charge of magintiude q_1= 3 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.2 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 45000

Q: A point charge of magintiude q_1= 7 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.3 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 70000

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.8 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 60000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.4 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 120000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.3 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 100000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.4 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 45000

Q: A point charge of magintiude q_1= 3 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.4 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 30000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.4 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 72000

Q: A point charge of magintiude q_1= 7 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.8 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 79000

Q: A point charge of magintiude q_1= 2 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.7 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 18000

Q: A point charge of magintiude q_1= 3 uC generates an electric field. The potential energy of the system if one Coulomb of charge is placed at a distance of 1.6 m from the q_1 is _____ J. Take k (Coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 54000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The potential difference between a location 0.5 m from the charge and infinity is _____ V (Joules per Coulomb). take k (coulomb's constant) as 9e+9 $$\frac{n \cdot m^2}{c^2}$$. enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 90000

Q: A point charge of magintiude q_1= 2 uC generates an electric field. The potential difference between a location 1 m from the charge and infinity is 18000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 18000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The potential difference between a location 1 m from the charge and infinity is 72000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 72000

Q: A point charge of magintiude q_1= 2 uC generates an electric field. The potential difference between a location 0.5 m from the charge and infinity is 36000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 36000

Q: A point charge of magintiude q_1= 3 uC generates an electric field. The potential difference between a location 1 m from the charge and infinity is 27000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 27000

Q: A point charge of magintiude q_1= 7 uC generates an electric field. The potential difference between a location 0.8 m from the charge and infinity is 79000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 79000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The potential difference between a location 0.5 m from the charge and infinity is 90000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 90000

Q: A point charge of magintiude q_1= 7 uC generates an electric field. The potential difference between a location 0.7 m from the charge and infinity is 90000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 90000

Q: A point charge of magintiude q_1= 6 uC generates an electric field. The potential difference between a location 0.7 m from the charge and infinity is 77000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 77000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The potential difference between a location 0.6 m from the charge and infinity is 75000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 75000

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The potential difference between a location 0.5 m from the charge and infinity is 72000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 72000

Q: A point charge of magintiude q_1= 6 uC generates an electric field. The potential difference between a location 0.6 m from the charge and infinity is 90000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 90000

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The potential difference between a location 0.6 m from the charge and infinity is 60000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 60000

Q: A point charge of magintiude q_1= 7 uC generates an electric field. The potential difference between a location 0.6 m from the charge and infinity is 110000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 110000

Q: A point charge of magintiude q_1= 6 uC generates an electric field. The potential difference between a location 1 m from the charge and infinity is 54000 _____ V (Joules per Coulomb). Take k (Coulomb's constant) as 9E+9 $$\frac{N \cdot m^2}{C^2}$$. Enter your answer correct to two significant digits. | [Image: 1 Coulomb of charge brought from infinity]
A: 54000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The electric potential difference betwen a point 1.8 m and 0.8 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 50000

Q: A point charge of magintiude q_1= 6 uC generates an electric field. The electric potential difference betwen a point 1.8 m and 0.8 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 38000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The electric potential difference betwen a point 1.4 m and 0.7 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 49000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The electric potential difference betwen a point 1.8 m and 0.5 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 100000

Q: A point charge of magintiude q_1= 6 uC generates an electric field. The electric potential difference betwen a point 1.3 m and 0.8 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 26000

Q: A point charge of magintiude q_1= 3 uC generates an electric field. The electric potential difference betwen a point 1.4 m and 0.5 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 35000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The electric potential difference betwen a point 1.2 m and 0.7 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 26000

Q: A point charge of magintiude q_1= 2 uC generates an electric field. The electric potential difference betwen a point 1.3 m and 0.6 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 16000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The electric potential difference betwen a point 1.6 m and 0.8 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 28000

Q: A point charge of magintiude q_1= 3 uC generates an electric field. The electric potential difference betwen a point 1.2 m and 0.8 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 11000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The electric potential difference betwen a point 1.3 m and 0.9 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 25000

Q: A point charge of magintiude q_1= 2 uC generates an electric field. The electric potential difference betwen a point 1.2 m and 0.9 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 5000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The electric potential difference betwen a point 1.4 m and 0.6 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 43000

Q: A point charge of magintiude q_1= 3 uC generates an electric field. The electric potential difference betwen a point 1 m and 0.6 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 18000

Q: A point charge of magintiude q_1= 6 uC generates an electric field. The electric potential difference betwen a point 1.6 m and 0.7 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 43000

Q: A point charge of magintiude q_1= 2 uC generates an electric field. The electric potential difference betwen a point 1.7 m and 0.9 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 9000

Q: A point charge of magintiude q_1= 5 uC generates an electric field. The electric potential difference betwen a point 1.6 m and 0.9 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 22000

Q: A point charge of magintiude q_1= 3 uC generates an electric field. The electric potential difference betwen a point 1.7 m and 0.6 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 29000

Q: A point charge of magintiude q_1= 7 uC generates an electric field. The electric potential difference betwen a point 1.7 m and 0.8 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 42000

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The electric potential difference betwen a point 1.6 m and 0.8 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 22000

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The electric potential difference betwen a point 1.8 m and 0.5 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 52000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The electric potential difference betwen a point 1 m and 0.8 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 18000

Q: A point charge of magintiude q_1= 4 uC generates an electric field. The electric potential difference betwen a point 1.5 m and 0.5 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 48000

Q: A point charge of magintiude q_1= 8 uC generates an electric field. The electric potential difference betwen a point 1.9 m and 0.6 m away will be _____ V (Joules per Coulomb) | [Image: 1 Coulomb of charge moved a distance through a field]
A: 82000

Q: Brittany is experimenting with a ripple tank as shown to the right. She measures the distance from each source to a point of destuctive intereference.

The wavelength in this experiment was measured as 3.3 cm. The absolute path length difference

$$\left | L_2-L_1 \right |$$

from each source to the point is _____ cm.

Enter your answer corrrect to two significant digits.
[Image: path difference to a nodal line in a ripple tank]
A: 1.7 (± 0.1)

Q: Felicia is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 560 nm. The angle from the centre line to a third order fringe is 2 degrees. How far apart are the etchings?
- 0.000000039 m (Yes grasshopper)
- 0.000000047 m
- 0.000000055 m
- 0.000000062 m
- 0.000000031 m
A: 0.000000039 m

Q: Nick is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 520 nm. The angle from the centre line to a third order fringe is 5 degrees. How far apart are the etchings?
- 0.000000018 m (Keep flying right)
- 0.000000022 m
- 0.000000029 m
- 0.000000014 m
- 0.000000011 m
A: 0.000000018 m

Q: Nick is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 630 nm. The angle from the centre line to a third order fringe is 4 degrees. How far apart are the etchings?
- 0.0000000098 m (Yes grasshopper)
- 0.000000012 m
- 0.000000014 m
- 0.0000011 m
- 0.0000000078 m
A: 0.0000000098 m

Q: Samantha is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 630 nm. The angle from the centre line to a third order fringe is 2 degrees. How far apart are the etchings?
- 0.0000000063 m (Good shooting Tex)
- 0.0000000076 m
- 0.0000000088 m
- 0.0000011 m
- 0.0000000038 m
A: 0.0000000063 m

Q: David is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 570 nm. The angle from the centre line to a third order fringe is 2 degrees. How far apart are the etchings?
- 0.0000000057 m (Keep flying right)
- 0.000000008 m
- 0.000001 m
- 0.0000000034 m
- 0.0000000023 m
A: 0.0000000057 m

Q: Samantha is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 540 nm. The angle from the centre line to a third order fringe is 3 degrees. How far apart are the etchings?
- 0.0000000063 m (Good shooting Tex)
- 0.0000000076 m
- 0.00000001 m
- 0.000000005 m
- 0.0000000038 m
A: 0.0000000063 m

Q: Micah is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 540 nm. The angle from the centre line to a third order fringe is 3 degrees. How far apart are the etchings?
- 0.000000019 m (Good shooting Tex)
- 0.000000027 m
- 0.00000097 m
- 0.000000011 m
- 0.000000038 m
A: 0.000000019 m

Q: Kayla is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 460 nm. The angle from the centre line to a third order fringe is 5 degrees. How far apart are the etchings?
- 0.000000011 m (Good shooting Tex)
- 0.000000015 m
- 0.00000083 m
- 0.0000000066 m
- 0.000000022 m
A: 0.000000011 m

Q: Justin is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 450 nm. The angle from the centre line to a third order fringe is 2 degrees. How far apart are the etchings?
- 0.000000031 m (Good shooting Tex)
- 0.000000037 m
- 0.000000043 m
- 0.00000005 m
- 0.00000081 m
A: 0.000000031 m

Q: Kyle is using light to measure the distance between two lines etched on a glass plate using the interference pattern generated by a monochromatic light with wavelength 590 nm. The angle from the centre line to a third order fringe is 4 degrees. How far apart are the etchings?
- 0.000000016 m (Good shooting Tex)
- 0.000000019 m
- 0.000000022 m
- 0.0000011 m
- 0.000000013 m
A: 0.000000016 m