find dimensions of gravitational constant G from the formula F=G m1m2/r*2
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Explanation:
F=Gm1⋅m2r2
The unit for F is kg m / s2, so its dimension is [M][L][T]−2.
The unit for both m1 and m2 is kg, so their dimension is [M].
The unit for r is m, so its dimension is [L].
[M][L][T]−2=G[M][M][L]2
[M][L][T]−2=G[M]2[L]−2
G=[M]−1[L]3[T]−2
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