All the boxes shown below were initially at rest. Then they were pushed 5 m (meters) across the floor by a net horizontal force. Rank the change in kinetic energy of the boxes for the interval they were being pushed.

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**Educational Website Content: Kinetic Energy and Force Application**

In this exercise, we are analyzing the change in kinetic energy of various boxes when pushed by different net forces over a distance. All the boxes were initially at rest and then pushed 5 meters (m) across the floor by a net horizontal force. Your task is to rank the change in kinetic energy of these boxes during the interval they were being pushed.

### Box Configurations:

1. **Box P:**
   - Net Force (\( F_{\text{net}} \)): 75 N
   - Mass: 25 kg

2. **Box Q:**
   - Net Force (\( F_{\text{net}} \)): 75 N
   - Mass: 50 kg

3. **Box R:**
   - Net Force (\( F_{\text{net}} \)): 50 N
   - Mass: 75 kg

4. **Box S:**
   - Net Force (\( F_{\text{net}} \)): 50 N
   - Mass: 25 kg

5. **Box T:**
   - Net Force (\( F_{\text{net}} \)): 25 N
   - Mass: 50 kg

6. **Box U:**
   - Net Force (\( F_{\text{net}} \)): 25 N
   - Mass: 75 kg

### Task:

Rank the boxes based on the change in kinetic energy as they are being pushed over the distance of 5 meters. Use the work-energy principle, where the work done by the force is equal to the change in kinetic energy.

### Options for Ranking:

1. \( Q = R > P = U > S = T \)
2. \( P = Q > R = S > T = U \)
3. \( Q > P = R > S > U > T \)
4. \( R = U > Q = T = P = S \)

Select the correct option based on your analysis of the force and mass of each box, understanding of how work translates to changes in kinetic energy.

### Hint:

Use the equation for work done:
\[ \text{Work} = F_{\text{net}} \times d \]
Where \( d = 5 \, \text{m} \). Since all boxes are pushed the same distance, compare the products of force and mass inversely to understand how they affect changes in kinetic
Transcribed Image Text:**Educational Website Content: Kinetic Energy and Force Application** In this exercise, we are analyzing the change in kinetic energy of various boxes when pushed by different net forces over a distance. All the boxes were initially at rest and then pushed 5 meters (m) across the floor by a net horizontal force. Your task is to rank the change in kinetic energy of these boxes during the interval they were being pushed. ### Box Configurations: 1. **Box P:** - Net Force (\( F_{\text{net}} \)): 75 N - Mass: 25 kg 2. **Box Q:** - Net Force (\( F_{\text{net}} \)): 75 N - Mass: 50 kg 3. **Box R:** - Net Force (\( F_{\text{net}} \)): 50 N - Mass: 75 kg 4. **Box S:** - Net Force (\( F_{\text{net}} \)): 50 N - Mass: 25 kg 5. **Box T:** - Net Force (\( F_{\text{net}} \)): 25 N - Mass: 50 kg 6. **Box U:** - Net Force (\( F_{\text{net}} \)): 25 N - Mass: 75 kg ### Task: Rank the boxes based on the change in kinetic energy as they are being pushed over the distance of 5 meters. Use the work-energy principle, where the work done by the force is equal to the change in kinetic energy. ### Options for Ranking: 1. \( Q = R > P = U > S = T \) 2. \( P = Q > R = S > T = U \) 3. \( Q > P = R > S > U > T \) 4. \( R = U > Q = T = P = S \) Select the correct option based on your analysis of the force and mass of each box, understanding of how work translates to changes in kinetic energy. ### Hint: Use the equation for work done: \[ \text{Work} = F_{\text{net}} \times d \] Where \( d = 5 \, \text{m} \). Since all boxes are pushed the same distance, compare the products of force and mass inversely to understand how they affect changes in kinetic
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