Find
`125^(-1/3)`

Find : 125^((-1)/( 5))

Simplify : (125)^(1/3)

The value 125^(1/3) is :

The value 125^-(1/3) is :

Find: (i) 64^(1/2) (ii) 32^(1/5) (iii) (125)^(1/3)

Find: (i) 64^(1/2) (ii) 32^(1/5) (iii) 125^(1/3)

Find the value of:- (i) 64^(1/2) (ii) 32^(1/5) (iii) 125^(1/3) .

Show that: (i)27 ^(1/3)X\ 64 ^(1/3)=\ (27X 64) ^(1/3) (ii)(64X\ 729 )^(1/3)=\ 64 ^(1/3)X\ 729 ^(1/3) (iii) (-125 X\ 216 )^(1/3) = \ -125 ^(1/3) X \ 216 ^(1/3) (iv) (-125X-1000)^(1/3)=-125 ^(1/3)X\ -1000^(1/3)

125a^3+(1)/(8)