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A particle is moving on a circular path of Radius R such that its speed is increasing at rate of \pm. The angle between velocity and total accelration at moment when speed of the partcle is v., is given by 1. = 1/sin (v/\pmR) 2. = 1/sin (v/ R\pm) 3. = 1/cos (v/\pmR) 4. = 1/tan (v/ R\pm)

Answer» A particle is moving on a circular path of Radius R such that its speed is increasing at rate of \pm. The angle between velocity and total accelration at moment when speed of the partcle is v., is given by 1. = 1/sin (v/\pmR) 2. = 1/sin (v/ R\pm) 3. = 1/cos (v/\pmR) 4. = 1/tan (v/ R\pm)


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