13. A 2.50 kg ball is swung on a string in such a way that is moves in a horizontal circle at constant speed. The string is .750 m long and makes an angle of 37° to the vertical. a. What is the tension in the string? b. How fast does the ball move? l=,75m

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Chapter1: Units, Trigonometry. And Vectors
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**Problem 13: Circular Motion of a Ball on a String**

A 2.50 kg ball is swung on a string in such a way that it moves in a horizontal circle at constant speed. The string is 0.750 m long and makes an angle of 37° with the vertical.

**Questions:**
a. What is the tension in the string?
b. How fast does the ball move?

**Diagram Explanation:**

The diagram accompanying the problem shows a sketch of the situation. A line representing the string is drawn at an angle of 37° to the vertical. The length of the string is noted as 0.750 meters. The ball is depicted at the end of the string moving in a horizontal circular path.

This setup can be analyzed using principles of circular motion and trigonometry to find the required solutions for tension and velocity.
Transcribed Image Text:**Problem 13: Circular Motion of a Ball on a String** A 2.50 kg ball is swung on a string in such a way that it moves in a horizontal circle at constant speed. The string is 0.750 m long and makes an angle of 37° with the vertical. **Questions:** a. What is the tension in the string? b. How fast does the ball move? **Diagram Explanation:** The diagram accompanying the problem shows a sketch of the situation. A line representing the string is drawn at an angle of 37° to the vertical. The length of the string is noted as 0.750 meters. The ball is depicted at the end of the string moving in a horizontal circular path. This setup can be analyzed using principles of circular motion and trigonometry to find the required solutions for tension and velocity.
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