If force `F`, Length `L` and time `T` are chosen as fundamental quantites, the dimensional formula for Mass is

Answer

`[FL^(-1) T^(2)]`

Explanation

Let quantity be Q
`Q=f[L, T, F]`
`Q=K [L^(x)T^(y)F^(z)]`
`[M]=[L^(x+2)M^(2)T^(y-2z)]`
`rArr z=1`
`x+2=0`
`y-2z=0`
`Q=[FL^(-1) T^(2)]`