A particle moves in a circle circle of radius 25 cm at two revolutions per second the acceleration of the particle is
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Firstly, units of acceleration are m/s^2. Secondly it's important to note that the acceleration is always changing in direction (always directed to the center of the circle). To determine the magnitude of this acceleration
a=rω2=r(2πf)2=(0.25)(2π(2))2=39.5ms−2a=rω2=r(2πf)2=(0.25)(2π(2))2=39.5ms−2
a=rω2=r(2πf)2=(0.25)(2π(2))2=39.5ms−2a=rω2=r(2πf)2=(0.25)(2π(2))2=39.5ms−2
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