`(((625)^(-1//2))^(-1//4))^(2)=`

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

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

Solve : {(625^(-(1)/(2))) ^(-(1)/(4))}=(0.2)^(4-3x)

128^(-(2)/(7))-(625^(-3))^(-(1)/(4))+14(2401)^(-(1)/(4))

Simplify: ((6.25)^((1)/(2))xx(0.0144)^((1)/(2))+1)/((0.027)^((1)/(3))xx(81)^((1)/(4)))

Simplify: ((6.25)^(1/2) xx (0.0144)^(1/2)+ 1)/((0.027)^(1/3)xx (81)^(1/4))

Simplify: [((625)^(-1/2))^4]^2

(1) Simplify (1)/((27)^(-(1)/(3)))+(1)/((625)^(-(1)/(4)))*(2) find the smallest of the numbers 6^((1)/(3)),24(1)/(4),8^((1)/(4))