Question

derive gallilian transformation equation​

Answer 1

Explanation:

Let there are two inertial frames of references S and S'. S is the stationary frame of reference and S' is the moving frame of reference. At time t=t'=0 that is in the start, they are at the same position that is Observers O and O' coincides.

A Galilean transformation consists of transforming position and time as x∗ = x + Wt and t∗ = t, respectively, where W is a constant translational velocity.

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Answer 2

Answer:

Let there are two inertial frames of references S and S'. S is the stationary frame of reference and S' is the moving frame of reference. At time t=t'=0 that is in the start, they are at the same position that is Observers O and O' coincides.

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