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A Mass on a Spring Vibrates Horizontally on a Smooth x(t)=9sintx(t)=9 \sin t

Question 71

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A mass on a spring vibrates horizontally on a smooth level surface (see the figure) . Its equation of motion is x(t) =9sintx(t) =9 \sin t , where t is in seconds and x in centimeters. Find the velocity at time t.  A mass on a spring vibrates horizontally on a smooth level surface (see the figure) . Its equation of motion is  x(t) =9 \sin t  , where t is in seconds and x in centimeters. Find the velocity at time t.   A)   v(t) =9 \cos t  B)   v(t) =2 \cos 9 t  C)   v(t) =\cos 9 t  D)   v(t) =9 \sin 9 t  E)   v(t) =\sin 9 t


A) v(t) =9costv(t) =9 \cos t
B) v(t) =2cos9tv(t) =2 \cos 9 t
C) v(t) =cos9tv(t) =\cos 9 t
D) v(t) =9sin9tv(t) =9 \sin 9 t
E) v(t) =sin9tv(t) =\sin 9 t

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