A meter stick has a mass of 0.24 kg and balances (by itself) at its geometric center. When a small chain is hung from one end of the meter stick (as shown below), the system balances when the fulcrum is a distance of 37.0 cm from the end (shown as the L in the figure). A. On the figure ABOVE, click along the meter stick to locate the center of gravity of the meter stick. NOTE: You are allowed multiple attempts, but you will lose points after the second unsuccessful attempt. B. On the (identical) figure BELOW, click along the meter stick to locate the center of gravity of the system of the meter stick + chain. Again, you are allowed multiple attempts, but you will lose points after the second unsuccessful attempt. L x C. Use the given information (along with the figure) to calculate the mass of the chain. kg
A meter stick has a mass of 0.24 kg and balances (by itself) at its geometric center. When a small chain is hung from one end of the meter stick (as shown below), the system balances when the fulcrum is a distance of 37.0 cm from the end (shown as the L in the figure). A. On the figure ABOVE, click along the meter stick to locate the center of gravity of the meter stick. NOTE: You are allowed multiple attempts, but you will lose points after the second unsuccessful attempt. B. On the (identical) figure BELOW, click along the meter stick to locate the center of gravity of the system of the meter stick + chain. Again, you are allowed multiple attempts, but you will lose points after the second unsuccessful attempt. L x C. Use the given information (along with the figure) to calculate the mass of the chain. kg
College Physics
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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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The answer is not 0.08 kg, may you please help me with it and explain why?
![A meter stick has a mass of 0.24 kg and balances (by itself) at its geometric center.
When a small chain is hung from one end of the meter stick (as shown below), the system balances when the fulcrum is a distance of 37.0 cm from the end (shown as the \( L \) in the figure).
**Diagram Explanation:**
1. The upper diagram illustrates a horizontal meter stick on a pivot point (fulcrum) with a small chain hanging from the right end. The distance \( L \) from the fulcrum to the end of the meter stick with the chain is labeled as 37.0 cm.
A. On the figure ABOVE, click along the meter stick to locate the center of gravity of the meter stick. NOTE: You are allowed multiple attempts, but you will lose points after the second unsuccessful attempt.
B. On the (identical) figure BELOW, click along the meter stick to locate the center of gravity of the system of the meter stick + chain. Again, you are allowed multiple attempts, but you will lose points after the second unsuccessful attempt.
2. The lower diagram is identical to the upper one and represents the same scenario without additional information.
C. Use the given information (along with the figure) to calculate the mass of the chain.
\[ \text{Mass of chain:} \, \_\_\_\_\_\_ \, \text{kg} \]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F40fcff51-67cc-4242-b56b-596269d65d1c%2F665d759c-5c1e-46c3-9f08-2f640e94c9e5%2Fatpenv9_processed.png&w=3840&q=75)
Transcribed Image Text:A meter stick has a mass of 0.24 kg and balances (by itself) at its geometric center.
When a small chain is hung from one end of the meter stick (as shown below), the system balances when the fulcrum is a distance of 37.0 cm from the end (shown as the \( L \) in the figure).
**Diagram Explanation:**
1. The upper diagram illustrates a horizontal meter stick on a pivot point (fulcrum) with a small chain hanging from the right end. The distance \( L \) from the fulcrum to the end of the meter stick with the chain is labeled as 37.0 cm.
A. On the figure ABOVE, click along the meter stick to locate the center of gravity of the meter stick. NOTE: You are allowed multiple attempts, but you will lose points after the second unsuccessful attempt.
B. On the (identical) figure BELOW, click along the meter stick to locate the center of gravity of the system of the meter stick + chain. Again, you are allowed multiple attempts, but you will lose points after the second unsuccessful attempt.
2. The lower diagram is identical to the upper one and represents the same scenario without additional information.
C. Use the given information (along with the figure) to calculate the mass of the chain.
\[ \text{Mass of chain:} \, \_\_\_\_\_\_ \, \text{kg} \]
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