A simple pendulum is given an initial tangential velocity such that it swings in a complete circle around its fulcrum. Assume: ● The string is 32 meters long ● The bob has mass M Determine: (A) The minimum velocity at the top of the loop. Now assume the mass passes through the top of the loop with the minimum found in part (a), above; Determine: (B) the velocity at an angle of 30 degrees from the vertical (i.e.: at 30 degrees up from a position fully at the bottom of the loop)

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Chapter1: Units, Trigonometry. And Vectors
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A simple pendulum is given an initial tangential velocity such that it swings in a complete circle around its fulcrum.

Assume:
● The string is 32 meters long
● The bob has mass M

Determine:

(A) The minimum velocity at the top of the loop.

Now assume the mass passes
through the top of the loop with the
minimum found in part (a), above;

Determine:

(B) the velocity at an angle of 30 degrees from the vertical
(i.e.: at 30 degrees up from a position fully at the bottom of the loop)

 

A simple pendulum is given an initial tangential velocity such that it swings in a
complete circle around its fulcrum.
Assume:
The string is 32 meters long
The bob has mass M
Determine:
(A) The minimum velocity at the top of the loop.
I
Now assume the mass passes
through the top of the loop with the
minimum found in part (a), above%;
Determine:
(B) the velocity at an angle of 30 degrees from the vertical
(i.e.: at 30 degrees up from a position fully at the bottom of the loop).
Transcribed Image Text:A simple pendulum is given an initial tangential velocity such that it swings in a complete circle around its fulcrum. Assume: The string is 32 meters long The bob has mass M Determine: (A) The minimum velocity at the top of the loop. I Now assume the mass passes through the top of the loop with the minimum found in part (a), above%; Determine: (B) the velocity at an angle of 30 degrees from the vertical (i.e.: at 30 degrees up from a position fully at the bottom of the loop).
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