**Transcription and Analysis for Educational Use****Text:**The force that must be exerted to drive a nail into a wall is roughly as shown in the graph. The first 1.20 cm are through soft drywall; then the nail enters the solid wooden stud. How much work must be done to hammer the nail a horizontal distance of 6.69 cm into the wall?**Graph Explanation:**The graph is a bar chart that shows the force \( F_x \) (in Newtons) required to drive a nail into a wall. The x-axis represents the distance \( x \) (in centimeters), while the force is depicted by horizontal segments over specific distances for each section of the wall material.- **Distance 0 to 1.20 cm:** The force required is a flat line at 50 N, indicating the force needed to drive the nail through the soft drywall. - **Distance 1.20 cm onward:** The force increases sharply to 120 N for the remaining distance, representing the nail penetrating the solid wooden stud.The graph indicates a total horizontal distance marked as \( K \) where \( K = 6.69 \) cm.**Calculation Insight:**To find out how much work is done, one would calculate the area under the force-distance graph over the interval from 0 to 6.69 cm. This involves considering the work done for both sections of the nail's path:- First section (0 to 1.20 cm) with constant force at 50 N.- Second section (1.20 to 6.69 cm) with constant force at 120 N.Summing these areas will give the total work done.

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Check my workc The force that must be exerted to drive a nail into a wall is roughly as shown in the graph. The first 1.20 cm are through soft drywall; then the nail enters the solid wooden stud. How much work must be done to hammer the nail a horizontal distance of 6.69 cm into the wall? F (N), 120 50 0 1.20 K x (cm) where K-6.69 cm. J

Check my workc The force that must be exerted to drive a nail into a wall is roughly as shown in the graph. The first 1.20 cm are through soft drywall; then the nail enters the solid wooden stud. How much work must be done to hammer the nail a horizontal distance of 6.69 cm into the wall? F (N), 120 50 0 1.20 K x (cm) where K-6.69 cm. J

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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**Transcription and Analysis for Educational Use**

**Text:**
The force that must be exerted to drive a nail into a wall is roughly as shown in the graph. The first 1.20 cm are through soft drywall; then the nail enters the solid wooden stud. How much work must be done to hammer the nail a horizontal distance of 6.69 cm into the wall?

**Graph Explanation:**
The graph is a bar chart that shows the force \( F_x \) (in Newtons) required to drive a nail into a wall. The x-axis represents the distance \( x \) (in centimeters), while the force is depicted by horizontal segments over specific distances for each section of the wall material.

- **Distance 0 to 1.20 cm:** The force required is a flat line at 50 N, indicating the force needed to drive the nail through the soft drywall.

- **Distance 1.20 cm onward:** The force increases sharply to 120 N for the remaining distance, representing the nail penetrating the solid wooden stud.

The graph indicates a total horizontal distance marked as \( K \) where \( K = 6.69 \) cm.

**Calculation Insight:**
To find out how much work is done, one would calculate the area under the force-distance graph over the interval from 0 to 6.69 cm. This involves considering the work done for both sections of the nail's path:
- First section (0 to 1.20 cm) with constant force at 50 N.
- Second section (1.20 to 6.69 cm) with constant force at 120 N.

Summing these areas will give the total work done.

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