can some one help me with coming with a better way to word theses annswers.
As the angle increases, what happens to the tension in the string?
*the the tension in the string will get tighter or larger for t1
What would you have to do to the angle to make the tension in the string equal to the centripetal force?
this one i really don't understand how to do it .
Sure, I can help you with rephrasing your answers and explaining the concepts.
1. As the angle increases, what happens to the tension in the string?
Rephrased answer: As the angle of the string increases, the tension in the string becomes stronger or increases.
Explanation: To explain this, you can use the concept of centripetal force. As the angle increases, the force required to keep an object moving in a circular motion (centripetal force) also increases. Since the tension in the string provides the necessary centripetal force, it becomes tighter or larger to accommodate the increased force requirements.
2. What would you have to do to the angle to make the tension in the string equal to the centripetal force?
Rephrased answer: To make the tension in the string equal to the centripetal force, you would need to adjust or change the angle.
Explanation: When the tension in the string is equal to the centripetal force, the object in circular motion experiences uniform motion without acceleration or deceleration. In order to achieve this equilibrium, you would need to adjust or change the angle between the string and the reference point, such as the vertical or horizontal axis. By finding the appropriate angle, you can balance the tension in the string with the inward force required to maintain the circular motion, resulting in the equality of forces.