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A point is moving along the graph of a given function such that dx/dt is 6 centimeters per second. Find dy/dt for the given values of x. y = 2x2 + 4 (a) x = −3 dy/dt = cm/sec (b) x = 0 dy/dt = cm/sec (c) x = 1 dy/dt = cm/sec

A point is moving along the graph of a given function such that dx/dt is 6 centimeters per second. Find dy/dt for the given values of x. y = 2x2 + 4 (a) x = −3 dy/dt = cm/sec (b) x = 0 dy/dt = cm/sec (c) x = 1 dy/dt = cm/sec

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A point is moving along the graph of a given function such that d x / d t is 6 centimeters per second. Find d y / d t for the given values of x .
y = 2 x 2 + 4
(a) x = − 3 d y / d t = ◻ c m / s e c (b) x = 0 d y / d t = ◻ c m / s e c (c) x = 1 d y / d t = ◻ c m / s e c

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