A mass on a spring vibrates horizontally on a smooth level surface (see the figure). Its equation of motion is x()-3sin f, where t is in seconds and x in centimeters. Find the velocity at time t. Lonto Ov(t) = sin 3r Ov(1)=2cos 3r O v(1) = cos 31 Ov(t)=3sin 3r Ov(1) = 3cost equilibrium position

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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14)
A mass on a spring vibrates horizontally on a smooth level surface (see the figure). Its equation of motion is x()=3sin f, where fis in
seconds and x in centimeters.
Find the velocity at time t.
L
bandun
Ov(t) = sin 31
Ov(1)=2cos 3r
Ov(1) = cos 31
O v(t)=3sin 3r
Ov(1) = 3cost
equilibrium
position
Transcribed Image Text:A mass on a spring vibrates horizontally on a smooth level surface (see the figure). Its equation of motion is x()=3sin f, where fis in seconds and x in centimeters. Find the velocity at time t. L bandun Ov(t) = sin 31 Ov(1)=2cos 3r Ov(1) = cos 31 O v(t)=3sin 3r Ov(1) = 3cost equilibrium position
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