Balanced forces, equilibrium and inertia
Grade 11 Science Worksheet - Challenge Me

Circle the best answer, or write your answer on the line.
Ari hauls a 20 kg crate up a 30° ramp at constant velocity with a rope parallel to the ramp. Sliding friction is 25 N. What is the rope's tension, to 0.1 N?
Bo hauls a 12 kg crate up a 25° ramp at constant velocity with a rope parallel to the ramp. Sliding friction is 18 N. What is the rope's tension, to 0.1 N?
Esme hauls a 50 kg crate up a 37° ramp at constant velocity with a rope parallel to the ramp. Sliding friction is 60 N. What is the rope's tension, to 0.1 N?
The block is just about to slide. Using the diagram, what is the least coefficient of static friction, Jun?
- About 0.75
- About 0.60
- About 0.80
- About 1.33
Milo says a skydiver falling at a steady speed has no forces acting. Agree or disagree?
- Disagree: gravity acts alone, so the diver speeds up
- Agree: drag appears when the diver speeds up
- Disagree: drag and weight both act, and they cancel
- Agree: a steady speed means that no force acts on the diver
Noah says a block sliding down a ramp at a steady speed must have no friction. Agree or disagree?
- Disagree: friction is larger than gravity's part, so the block slows
- Agree: a steady speed means no friction acts on the sliding block
- Disagree: friction up the ramp balances the weight's part down it
- Agree: sliding means gravity's part beats friction on the block
A 2,000 kg truck and 1,000 kg car go equally fast. Pia says the same braking force stops both in the same distance. Agree or disagree?
- Disagree: the car needs twice the distance, since it is lighter
- Disagree: the truck has twice the inertia and needs twice the distance
- Agree: braking force depends on speed, not on mass
- Agree: they start at the same speed, so both stop in the same distance
Free-body diagram (example data): a ball hanging from a train ceiling while the train speeds up of mass 0.5 kg, with arrows from its center: weight 4.9 N down; string tension ? N up and toward the front, 30° from the vertical. Free-body diagram (example data): a ball hanging from a train ceiling while the train speeds up of mass 0.5 kg, with arrows from its center: weight 4.9 N down; string tension ? N up and toward the front, 30° from the vertical. train ceiling 30° mass 0.5 kg string tension ? N weight 4.9 N front A ball hangs from a train ceiling as the train speeds up, and the string tilts. Seen from the ground, what supplies the ball's forward acceleration, Ren?
- The horizontal part of the string's tension
- Its own inertia pushing it forward as the train speeds up
- A forward force carried over from the train's motion
- The horizontal part of its weight, pointing toward the front
The string stays 30° from the vertical while the train speeds up. What is the train's acceleration, Tala?
Use the picture in question 8.
- About 5.7 m/s²
- About 4.9 m/s²
- About 17 m/s²
- About 8.5 m/s²
In a jet cruising at a steady 250 m/s, Zee drops a coin. Where does it land compared with the feet?
- Ahead of the feet, since the jet's speed adds to the coin's fall
- Behind the feet, since the air in the cabin holds it back
- At the feet, since it keeps the jet's forward velocity
- Several meters behind the feet, since the jet moves on