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The dimension of a and b are [M^ -1 T^ 1 ] and [ ML^2 T^-2 ].
Give the relation as
E = b - x^2 / at
Here
E = energy
X = distance
t = time
we know that ,
The dimension formula
e = [ ML^2 T^-2]
x = [L]
t = [ T]
using principle of homogenecty
e = b .......(1)
[ML^2 T^ -2] = b
e = x^2 / at
at = x^2 / e
at =[ L^2 ]/ [ML^2 T^-2]
at = [M^-1 T^2 ]
a = [M^-1 T ^2] / T
Hence the dimension of the a and b are [ M^-1T ^1 ] and [ML^2T^-2]
hope this helps you
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