how will the equation of motion for an object moving with uniform velocity change?
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When an object travels with a uniform velocity, then v = u and a = 0 Hence, the first equation of motion becomes, v = u + at becomes v = u
The second equation of motion becomes, S = ut + 1/2at square becomes S = ut
The third equation of motion becomes, 2aS = v square - u square becomes v square - u square
The second equation of motion becomes, S = ut + 1/2at square becomes S = ut
The third equation of motion becomes, 2aS = v square - u square becomes v square - u square
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When an object travels with a uniform velocity, then v=u & a=0
Hence, the first equation of motion becomes, u = v+at becomes v=u
The second equation of motion becomes, s=ut+1/2at^2, becomes s=it
The third equation of motion becomes, 2aS=v^2-u^2 becomes v^2-u^2
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