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Answer:
3)
Explanation:
the power of e is constant so
v/b is 1
b=v
and dimension of v is LT^-1
so it is equal to b also
now F=a²/b
dimension of F is MLT^-2
MLT^-2=a²/LT^-1
so
a²=[MLT^-2][LT^-1]
=ML²T^-3
a⁴=M²L⁴T^-6
b^-2=L^-2T²
so a⁴b^-2=(M²L⁴T^-6)(L^-2T²)
=M²L²T^-4
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