How Fast Does a Rock Accelerate When Swung on a String?

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When a rock is swung in a circle at a constant speed of 25 ft/sec with a string length of 1.765 ft, its centripetal acceleration can be calculated using the formula a = v²/r. Substituting the values, acceleration equals (25 ft/sec)² divided by 1.765 ft. This results in an acceleration of approximately 354 ft/sec² when rounded to the nearest whole number. The discussion also suggests utilizing homework help forums for similar questions. Understanding centripetal acceleration is crucial for solving such physics problems effectively.
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A rock tied to a string is swung around in a circle at a constant speed of 25 ft/sec. The length of the string is 1.765 ft. Calculate the acceleration. (Round to nearest whole number.)

acceleration = ________ft/sec2
 
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You know, there is a homework help forum. You might post questions of that nature there.

That said, centripetal acceleration is equal to \frac{v^2}{r}.
 

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