Engineering Worksheet: Mechanical Advantage and Work
Engineer's tip (Less force, more distance): MA = load ÷ effort. Work (J) = force (N) × distance (m); force = work ÷ distance; distance = work ÷ force. Ideal ramp: MA = length ÷ height, effort = load ÷ MA.
NameDateTime takenScore ___ / 40
- 1.🏋️ Pushing a crate 6 m took 900 J of work. What force was used, in newtons?
- 2.🏋️ Pushing a crate 7 m took 3080 J of work. What force was used, in newtons?
- 3.🏋️ Pushing a crate 3 m took 570 J of work. What force was used, in newtons?
- 4.🏋️ A force of 110 N did 220 J of work. How many metres did the object move?
- 5.🏋️ A machine lifts a load of 450 N when you push with 90 N. What is its mechanical advantage (MA)?
- 6.🏋️ A force of 140 N did 420 J of work. How many metres did the object move?
- 7.🏋️ A 10 kg box is lifted straight up by 4 m. Taking 1 kg to weigh about 10 N, how much work is done, in joules?
- 8.🏋️ A machine lifts a load of 450 N when you push with 150 N. What is its mechanical advantage (MA)?
- 9.🏋️ A force of 480 N pushes a cart 8 m along the floor. How much work is done, in joules?
- 10.🏋️ An 8 kg box is lifted straight up by 1 m. Taking 1 kg to weigh about 10 N, how much work is done, in joules?
- 11.🏋️ A force of 70 N pushes a cart 9 m along the floor. How much work is done, in joules?
- 12.🏋️ Can a simple machine reduce the work done? (a) no, work stays the same (b) only on Mondays (c) yes, by half (d) yes, always
- 13.🏋️ A force of 140 N pushes a cart 1 m along the floor. How much work is done, in joules?
- 14.🏋️ A force of 40 N pushes a cart 3 m along the floor. How much work is done, in joules?
- 15.🏋️ Pushing a crate 9 m took 3780 J of work. What force was used, in newtons?
- 16.🏋️ A force of 160 N did 640 J of work. How many metres did the object move?
- 17.🏋️ A force of 130 N did 130 J of work. How many metres did the object move?
- 18.🏋️ A machine lifts a load of 360 N when you push with 120 N. What is its mechanical advantage (MA)?
- 19.🏋️ Pushing a crate 9 m took 1890 J of work. What force was used, in newtons?
- 20.🏋️ A 3 kg box is lifted straight up by 1 m. Taking 1 kg to weigh about 10 N, how much work is done, in joules?
- 21.🏋️ Pushing a crate 4 m took 1360 J of work. What force was used, in newtons?
- 22.🏋️ A smooth ramp is 9 m long and rises 3 m. What effort pushes a 2250 N box up it, in newtons? (ideal ramp, no friction)
- 23.🏋️ A force of 450 N did 1800 J of work. How many metres did the object move?
- 24.🏋️ A force of 170 N did 510 J of work. How many metres did the object move?
- 25.🏋️ A machine lifts a load of 330 N when you push with 110 N. What is its mechanical advantage (MA)?
- 26.🏋️ A force of 440 N pushes a cart 3 m along the floor. How much work is done, in joules?
- 27.🏋️ Pushing a crate 7 m took 3220 J of work. What force was used, in newtons?
- 28.🏋️ A force of 50 N pushes a cart 7 m along the floor. How much work is done, in joules?
- 29.🏋️ A machine lifts a load of 540 N when you push with 180 N. What is its mechanical advantage (MA)?
- 30.🏋️ A machine lifts a load of 1020 N when you push with 170 N. What is its mechanical advantage (MA)?
- 31.🏋️ Pushing a crate 2 m took 840 J of work. What force was used, in newtons?
- 32.🏋️ Mechanical advantage (MA) = … (a) load + effort (b) load × effort (c) effort ÷ load (d) load ÷ effort
- 33.🏋️ A force of 270 N pushes a cart 6 m along the floor. How much work is done, in joules?
- 34.🏋️ In which unit is work measured? (a) newton (N) (b) joule (J) (c) metre (m) (d) watt hour
- 35.🏋️ A force of 170 N did 340 J of work. How many metres did the object move?
- 36.🏋️ Pushing a crate 2 m took 980 J of work. What force was used, in newtons?
- 37.🏋️ A 13 kg box is lifted straight up by 1 m. Taking 1 kg to weigh about 10 N, how much work is done, in joules?
- 38.🏋️ A smooth ramp is 6 m long and rises 1 m. What effort pushes a 300 N box up it, in newtons? (ideal ramp, no friction)
- 39.🏋️ A force of 430 N pushes a cart 8 m along the floor. How much work is done, in joules?
- 40.🏋️ A force of 110 N did 550 J of work. How many metres did the object move?
Answer key
- 150
- 440
- 190
- 2
- 5
- 3
- 400
- 3
- 3840
- 80
- 630
- no, work stays the same
- 140
- 120
- 420
- 4
- 1
- 3
- 210
- 30
- 340
- 750
- 4
- 3
- 3
- 1320
- 460
- 350
- 3
- 6
- 420
- load ÷ effort
- 1620
- joule (J)
- 2
- 490
- 130
- 50
- 3440
- 5
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