Solving the Mass of a Chain Hanging from a Ceiling

In summary, the conversation discusses a physics problem involving a ball and a chain hanging from the ceiling. The question is to determine the mass of the chain, given the mass of the ball and the length of the rope. The picture shows a chain attached to the ball, with a tangent at the point of attachment. The last part states that the angle between the tangent and the rope is 30°. The relevant equation for this problem is F = ma, and a free body diagram of the two objects can help in solving it.
  • #1
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1. https://gyazo.com/a298396e34c32669755a5caffe82290e https://gyazo.com/a298396e34c32669755a5caffe82290e A small ball of mass m = 30 g hangs from the ceiling on a l = 50 cm long light rope. From the side a chain is attached, as seen on the picture. Whats the mass of the chain? Heres the part I don't understand: it says that the tangent at the point where the chain attaches to the ball lies horizontally, but it doesn't show that in the picture. And the last part states that Alpha = 30°

Homework Equations

: F = ma I guess https://gyazo.com/ee57432735c37fe601c83f440688e767 https://gyazo.com/ee57432735c37fe601c83f440688e767[/B]

The Attempt at a Solution

: I have no clue.[/B]
Does anyone have any hints how to go about? Also this is a year 1 college physics problem.
 
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  • #2
Why don't you upload your image here so that we can see it? (Use the UPLOAD button).

You need to show some effort before help can be offered. That's the forum rules. Posts without genuine effort shown are usually deleted. You must have some concepts and material from your course notes or text that can be applied.

Start with free body diagrams of the two main objects. What equations are relevant to each?
 

Related to Solving the Mass of a Chain Hanging from a Ceiling

1. How do you solve for the mass of a chain hanging from a ceiling?

To solve for the mass of a chain hanging from a ceiling, you will need to use the formula F = mg, where F is the force of gravity, m is the mass of the chain, and g is the acceleration due to gravity. You will also need to measure the length of the chain and the distance between the ceiling and the bottom of the chain.

2. What equipment is needed to solve for the mass of a chain hanging from a ceiling?

To solve for the mass of a chain hanging from a ceiling, you will need a scale to measure the mass, a ruler or measuring tape to measure the length of the chain, and a measuring device such as a meter stick to measure the distance between the ceiling and the bottom of the chain.

3. Can the mass of a chain hanging from a ceiling be solved without knowing the length of the chain?

No, the length of the chain is necessary to solve for the mass. Without this measurement, you will not be able to accurately calculate the force of gravity acting on the chain.

4. What is the significance of solving for the mass of a chain hanging from a ceiling?

Solving for the mass of a chain hanging from a ceiling can be useful in various situations, such as determining the weight capacity of the chain or understanding the forces acting on the chain. It can also provide valuable information for engineering and construction purposes.

5. Are there any factors that can affect the accuracy of solving for the mass of a chain hanging from a ceiling?

Yes, there are several factors that can affect the accuracy of solving for the mass of a chain hanging from a ceiling. These include air resistance, friction, and the precision of the measuring equipment. It is important to minimize these factors as much as possible to obtain an accurate result.

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