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A point moves along a circle of radius 4 m. The distance x is related to time by x=ct3. What should be the value of c, so that the tangential acceleration is equal to the normal acceleration when its linear velocity is 4 m/s?

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A point moves along a circle of radius 4 m. The distance x is related to time by x=ct3. What should be the value of c, so that the tangential acceleration is equal to the normal acceleration when its linear velocity is 4 m/s?



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