An object moves on a circular path; such that, its distance covered is given by the function S=2t2. The ratio of magnitudes of its accelerations at times t1=1 sec and t2=2 sec is 1 : 2. The radius of the circle is (Write until two digits after the decimal point)

An object moves on a circular path; such that, its distance covered is

1.	An object moves on a circular path; such that, its distance covered is given by the function S=2t2. The ratio of magnitudes of its accelerations at times t1=1 sec and t2=2 sec is 1 : 2. The radius of the circle is (Write until two digits after the decimal point)
Answer» An object moves on a circular path; such that, its distance covered is given by the function $S = 2 t^{2}$ . The ratio of magnitudes of its accelerations at times $t_{1} = 1 s e c$ and $t_{2} = 2$ sec is 1 : 2. The radius of the circle is (Write until two digits after the decimal point)

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An object moves on a circular path; such that, its distance covered is given by the function S=2t2. The ratio of magnitudes of its accelerations at times t1=1 sec and t2=2 sec is 1 : 2. The radius of the circle is (Write until two digits after the decimal point)

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