Match each concept with its correct description.
Kinetic Energy
Potential Energy
Work
Mechanical Energy
Force
Displacement
____
____
____
____
____
____
Options:
A. Energy stored due to position or height
B. Energy related to motion
C. Transfer of energy when a force moves an object
D. Combination of kinetic and potential energy
E. Push or pull applied to an object
F. Change in position in a specific direction
Use:
Kinetic Energy = (1/2)mv²
Potential Energy = mgh
Take g = 10 m/s².
A 4 kg object moves at 5 m/s.
Find its kinetic energy.
A 3 kg object is lifted to a height of 8 m.
Find its gravitational potential energy.
A 2 kg ball is at a height of 10 m.
Find its potential energy.
If all potential energy becomes kinetic energy, what is its kinetic energy at the bottom?
A student says:
“If an object is not moving, it has no energy.”
Answer:
Is the statement correct?
Give one example where an object is not moving but still has energy.
What type of energy does it have?
For each situation, decide if physical work is done. Justify.
A student pushes a wall, but the wall does not move.
A box is pushed 4 m across the floor.
A person holds a heavy backpack without moving.
A crane lifts a load upward.
A ball rolls after being kicked.
Use:
Work = Force × Distance
A force of 25 N pushes a box 6 m.
Work = ______
A student applies 40 N to move a desk 3 m.
Work = ______
A force of 15 N is applied, but the object does not move.
Work = ______
Explain why.
A force of 30 N pushes a 3 kg box along 5 m.
Calculate the work done.
If all the work becomes kinetic energy, what is the kinetic energy of the box?
Use KE = (1/2)mv² to estimate the final speed.
Does your result make physical sense? Explain.
Complete the hierarchy:
Energy
→ Mechanical Energy
→ __________ and __________
→ Energy transformation
→ Work as __________ transfer
Then write one example that shows this hierarchy in real life.