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(625)^(-3/4)...

`(625)^(-3/4)`

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Simplify: 1/(27)^(-1/3)+1/(625)^(-1/4)

If (125)^(2//3) xx (625)^(-1//4) = 5^(x) , then the value of x is

Simplify (1)/((625)^(-1//4)) .

Simplify (1)/((625)^(-1//4)) .

[{(625)^(-1/4)}^(-1/2)]^2

Write (625)^(-1/4) in decimal form

(625/81)^(-3//4) = ?

(64/125)^(-2/3)+(256/625)^(-1/4)+(3/7)^0=

(1)/((27)^(-(1)/(3)))+(1)/((625)^(-(1)/(4)))

Simplify : (1)/((27)^(-(1)/(3)))+(1)/((625)^(-(1)/(4)))