Question

name
activity 1.2.3 student calculations
table 1. work measurements
number of washers\tweight (0.0 newtons)\tdistance (0.0 meters)\twork (0.0 joules) (newtons x meters)
5\t21.7\tall the way\t
10\t50.8\tall the way\t
15\t65.3\tall the way\t
20\t76.9\tall the way\t
25\t87.7\tall the way\t
30\t97.6\tall the way\t
work calculations
(work = newtons x meters)

Explanation:

To calculate the work, we use the formula \( \text{Work} = \text{Weight (in Newtons)} \times \text{Distance (in meters)} \). However, the distance is labeled as "All the way" and no specific numerical value for distance is provided in the table. Assuming the distance is the same for all trials (let's denote the distance as \( d \) meters), we can calculate the work for each number of washers as follows:

For 5 Washers:

Step 1: Identify weight and formula

Weight \( W = 21.7 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 21.7 \times d \)

For 10 Washers:

Step 1: Identify weight and formula

Weight \( W = 50.8 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 50.8 \times d \)

For 15 Washers:

Step 1: Identify weight and formula

Weight \( W = 65.3 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 65.3 \times d \)

For 20 Washers:

Step 1: Identify weight and formula

Weight \( W = 76.9 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 76.9 \times d \)

For 25 Washers:

Step 1: Identify weight and formula

Weight \( W = 87.7 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 87.7 \times d \)

For 30 Washers:

Step 1: Identify weight and formula

Weight \( W = 97.6 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 97.6 \times d \)

If we assume the distance \( d \) is a specific value (e.g., if \( d = 1 \) meter for simplicity), then the work values would be:

• 5 Washers: \( 21.7 \times 1 = 21.7 \) joules
• 10 Washers: \( 50.8 \times 1 = 50.8 \) joules
• 15 Washers: \( 65.3 \times 1 = 65.3 \) joules
• 20 Washers: \( 76.9 \times 1 = 76.9 \) joules
• 25 Washers: \( 87.7 \times 1 = 87.7 \) joules
• 30 Washers: \( 97.6 \times 1 = 97.6 \) joules

To fill the table, you need to know the specific distance value (in meters) for "All the way" and then multiply each weight by that distance to get the work in joules.

Answer:

To calculate the work, we use the formula \( \text{Work} = \text{Weight (in Newtons)} \times \text{Distance (in meters)} \). However, the distance is labeled as "All the way" and no specific numerical value for distance is provided in the table. Assuming the distance is the same for all trials (let's denote the distance as \( d \) meters), we can calculate the work for each number of washers as follows:

For 5 Washers:

Step 1: Identify weight and formula

Weight \( W = 21.7 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 21.7 \times d \)

For 10 Washers:

Step 1: Identify weight and formula

Weight \( W = 50.8 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 50.8 \times d \)

For 15 Washers:

Step 1: Identify weight and formula

Weight \( W = 65.3 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 65.3 \times d \)

For 20 Washers:

Step 1: Identify weight and formula

Weight \( W = 76.9 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 76.9 \times d \)

For 25 Washers:

Step 1: Identify weight and formula

Weight \( W = 87.7 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 87.7 \times d \)

For 30 Washers:

Step 1: Identify weight and formula

Weight \( W = 97.6 \) N, Work formula \( W_{work} = W \times d \)
\( W_{work} = 97.6 \times d \)

If we assume the distance \( d \) is a specific value (e.g., if \( d = 1 \) meter for simplicity), then the work values would be:

• 5 Washers: \( 21.7 \times 1 = 21.7 \) joules
• 10 Washers: \( 50.8 \times 1 = 50.8 \) joules
• 15 Washers: \( 65.3 \times 1 = 65.3 \) joules
• 20 Washers: \( 76.9 \times 1 = 76.9 \) joules
• 25 Washers: \( 87.7 \times 1 = 87.7 \) joules
• 30 Washers: \( 97.6 \times 1 = 97.6 \) joules

To fill the table, you need to know the specific distance value (in meters) for "All the way" and then multiply each weight by that distance to get the work in joules.