Math, asked by krithi92, 4 months ago

A particle moves in a circle of radius 10cm. It's linear speed is given by v= 3t, where t is the time in second and v is in  {ms}^{ - 1} . Compute the centripetal and tangenital acceleration at time t = 2s.

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Answered by Anonymous
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\bf\LARGE\color{aqua}Question

A particle moves in a circle of radius 10cm. It's linear speed is given by v= 3t, where t is the time in second and v is in  {ms}^{ - 1} Compute the centripetal and tangenital acceleration at time t = 2s.

\bf\LARGE\color{pink}Answer

Centripetal Acceleration at (t) =  {3.6\: ms}^{ - 1}

The tangenital acceleration  \frac{dv}{dt}  =  {3ms}^{ - 2}

\bf\LARGE\color{aqua}Solution :

The linear speed at = 2s

V = 3t

=  {6 \: ms}^{ - 1}

The Centripetal Acceleration at (t) =2s

a \: c =  \frac{{v}^{2}}{10}  =    \frac{{6}^{2}}{10}

=  {3.6\: ms}^{ - 1}

The tangenital acceleration is at

 \frac{dv}{dt}  =  {3ms}^{ - 2}

Hope it helps uh!

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