A point moves along a circle with a velocity v=kt, where k=0.5 m/s2. Find the acceleration of the point at the moment when it has covered the nth fraction of the circle after the beginning of motion, where n=110.

A point moves along a circle with a velocity v=kt, where k=0.5 m/s2. F

1.	A point moves along a circle with a velocity v=kt, where k=0.5 m/s2. Find the acceleration of the point at the moment when it has covered the nth fraction of the circle after the beginning of motion, where n=110.
Answer» A point moves along a circle with a velocity $v = k t$ , where $k = 0.5 m / s^{2}$ . Find the acceleration of the point at the moment when it has covered the $n^{t h}$ fraction of the circle after the beginning of motion, where $n = \frac{1}{10}$ .

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A point moves along a circle with a velocity v=kt, where k=0.5 m/s2. Find the acceleration of the point at the moment when it has covered the nth fraction of the circle after the beginning of motion, where n=110.

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