The relation between position x and time t are given below for a particle moving along a straight line . Which of the following equation represents uniformly accelerated motion? A and B are positive constants at=(b+x)^1/2. Or. Ax= b+t

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On differentiating equations w.r.t &lsquo;dt&rsquo; in second equation acceleration is 0 where as in first equation acceleration is 2a.

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The relation between position x and time t are given below for a particle moving along a straight line . Which of the following equation represents uniformly accelerated motion? A and B are positive constants at=(b+x)^1/2. Or. Ax= b+t

The relation between position x and time t are given below for a particle moving along a straight line . Which of the following equation represents uniformly accelerated motion? A and B are positive constants at=(b+x)^1/2. Or. Ax= b+t

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The relation between position x and time t are given below for a particle moving along a straight line . Which of the following equation represents uniformly accelerated motion? A and B are positive constants at=(b+x)^1/2. Or. Ax= b+t

The relation between position x and time t are given below for a particle moving along a straight line . Which of the following equation represents uniformly accelerated motion? A and B are positive constants at=(b+x)^1/2. Or. Ax= b+t

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