" Find "125^((-1)/(3))

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

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

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

Find the value of (64/125)^((-2)/3)

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

Evaluate : ((64)/( 125))^(-(2)/(3)) +(1)/(((256)/(625) ) ^((1)/(4)))+ ( sqrt(25))/(" ^(3) sqrt(64))

Solve:- 125^(1/3)

The value of {2-3(2-3)^(3)}^(3) is 5(b)125(c)(1)/(5)(d)-125

(4(12)/(125))^((1)/(3))=

1.Find the value of (64)^((1)/(2))x(125)^((1)/(3))*2. If p(x)=2x^(3)+5x^(2)-3x-2 is divided by x-1, then find the remainder.