Let s(t) = t⁵- 2t + 9 be a position function. The acceleration function a(t) = A) 5t⁴ - 2 B) 20t³ C) 5t⁴ -2t D) 20t³ -2 E) 20t⁴

Name: Let s(t) = t 5 - 2t + 9 be a position function. The acceleration function a(t) = A) 5t 4 - 2 B) 20t 3 C) 5t 4 -2t D) 20t 3 -2 E) 20t 4
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The acceleration function is the second derivative of the position function s(t). First, find the first derivative: s'(t) = 5t^4 - 2. Then, find the second derivative: a(t) = 20t^3.

Let S(t) = T5- 2t + 9 Be a Position

Let S(t) = T⁵- 2t + 9 Be a Position