Work Seconds Watts Weisht 120 pound Weight in Newtons Total Height in Meters Walking 534 3.23 1725 8.31 207.6 Walking 3.23 1725 3.23 125 3.92 534 534 600 Weight (25) 645 24614 440.0. 987.4) 259 4 2,0838.60242 2. Fast Sprinting Weight (15) 3.23 3.23 2. What would your power output be if you climbed the same stairs in the same amount of time while carrying a stack of books weighing 20 N?

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### Table: Power Output Analysis

1. **Weight in Newtons (N) and Total Height in Meters (m)**
   - **Walking**
     - **Weight:** 534 N
     - **Height:** 3.23 m
     - **Work:** 1725 J
     - **Seconds:** 8.31 s
     - **Watts:** 207.6 W
   - **Walking Fast**
     - **Weight:** 534 N
     - **Height:** 3.23 m
     - **Work:** 1725 J
     - **Seconds:** 7.00 s
     - **Watts:** 246.4 W
   - **Sprinting**
     - **Weight:** 534 N
     - **Height:** 3.23 m
     - **Work:** 1725 J
     - **Seconds:** 3.92 s
     - **Watts:** 440.0 W
   - **Weight (15)**
     - **Weight:** 600 N
     - **Height:** 3.23 m
     - **Work:** 1938 J
     - **Seconds:** 7.47 s
     - **Watts:** 259.4 W
   - **Weight (25)**
     - **Weight:** 645 N
     - **Height:** 3.23 m
     - **Work:** 2083 J
     - **Seconds:** 8.60 s
     - **Watts:** 242.2 W

### Question:
2. **What would your power output be if you climbed the same stairs in the same amount of time while carrying a stack of books weighing 20 N?**

**Note:**
- The table shows calculations for various physical activities involving climbing stairs. It lists the weight (in Newtons), the height of the stairs, the work done (in Joules), the time taken (in seconds), and the resulting power output (in Watts) for each scenario.
- To solve the question, consider adding the weight of the books (20 N) to your initial weight and calculate the new power output using the same formula for power \( P = \frac{W}{t} \).
Transcribed Image Text:### Table: Power Output Analysis 1. **Weight in Newtons (N) and Total Height in Meters (m)** - **Walking** - **Weight:** 534 N - **Height:** 3.23 m - **Work:** 1725 J - **Seconds:** 8.31 s - **Watts:** 207.6 W - **Walking Fast** - **Weight:** 534 N - **Height:** 3.23 m - **Work:** 1725 J - **Seconds:** 7.00 s - **Watts:** 246.4 W - **Sprinting** - **Weight:** 534 N - **Height:** 3.23 m - **Work:** 1725 J - **Seconds:** 3.92 s - **Watts:** 440.0 W - **Weight (15)** - **Weight:** 600 N - **Height:** 3.23 m - **Work:** 1938 J - **Seconds:** 7.47 s - **Watts:** 259.4 W - **Weight (25)** - **Weight:** 645 N - **Height:** 3.23 m - **Work:** 2083 J - **Seconds:** 8.60 s - **Watts:** 242.2 W ### Question: 2. **What would your power output be if you climbed the same stairs in the same amount of time while carrying a stack of books weighing 20 N?** **Note:** - The table shows calculations for various physical activities involving climbing stairs. It lists the weight (in Newtons), the height of the stairs, the work done (in Joules), the time taken (in seconds), and the resulting power output (in Watts) for each scenario. - To solve the question, consider adding the weight of the books (20 N) to your initial weight and calculate the new power output using the same formula for power \( P = \frac{W}{t} \).
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