" (i) "64^((1)/(2))

Find 64 ^((1)/(2))

Evalute (i) (125)^((1)/(3)) (ii) (64)^((1)/(6)) (iii) (25)^((3)/(2)) (iv) (81) ^((3)/(4)) (v) (64)^(-(1)/(2)) (vi) (8)^(-(1)/(3))

Evaluate (i) (32)^((1)/(5)) +(-7)^(0) + (64)^((1)/(2)) (ii) (0.00032)^(-(2)/(3)) (iii) ((64)/(125))^(-(2)/(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.

The square root of 64 divided by the cube root of 64 is 64 (b) 2(c)(1)/(2) (d) 64^((2)/(3))

Find 64^(1/2)

(64)^((1)/(3))[(64)^((1)/(3))-(64)^((2)/(3))]=?

The value of 64^(-(1)/(3))(64^((1)/(3))-64^((2)/(3))), is 1 (b) (1)/(3)(c)-3(d)-2