# Ch3-5WS - b 2 y =-3x cos x 3 Find the jerk of each body with simple harmonic motion s(t at the time t a y = sin t 3 cos t b y = 4 cos t 4 4 Find

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Mrs. Waldron BC Calculus Ch 3-5 Worksheet 1. A weight hanging from a spring is stretched 5 units beyond its rest position (s = 0) and released at time t = 0 to bob up and down. Its position at any time t is: s(t) = 5 cos t What are its velocity and acceleration at time t? What is the jerk? Describe its motion. 2. Find the derivative of y: a) 4 y = x cot x

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Unformatted text preview: b) 2 y = -3x cos x 3. Find the jerk of each body with simple harmonic motion s(t) at the time t: a) y = sin t - 3 cos t b) y = 4 cos t + 4 4. Find equation for the lines that are tangent and normal to the graph of f(x) at given x. a) y = sin x cos x at x = π b) cos x y = at x = 2x 3 π 5. Find y '' a) y = sin x sec x b) 2 y = x tan x...
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## This note was uploaded on 02/16/2012 for the course CALCULUS 0064 taught by Professor Waldron during the Fall '10 term at Broward College.

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Ch3-5WS - b 2 y =-3x cos x 3 Find the jerk of each body with simple harmonic motion s(t at the time t a y = sin t 3 cos t b y = 4 cos t 4 4 Find

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