5^(4)times(125)^(0.25)

The value of 5^(1/4)xx(125)^(0.25) is: a.sqrt(5)b.5c .5sqrt(5)d.25

The value of ((5)^(0.25)xx(125)^(0.25))/((256)^(0.10)xx(256)^(0.15)) is

[8^(-2/3)times2^(1/2)times25^(-5/4)]÷[32^(-2/5)times125^(-5/6)] =sqrt2

Evaluate : 5^(-4)xx(125)^((5)/(3))+(25)^(-(1)/(2))

(1) (4)/((216)^((2)/(3)))+(1)/((256)^((3)/(4)))+(2)/((243)^((1)/(5))) (ii) ((64)/(125))^((2)/(3))+((256)/(625))^((1)/(4))+((3)/(7))^(0) (iii) ((81)/(16))^((3)/(4))(((25)/(9))^((3)/(2))-:((5)/(2))^(-3)) (iv) ((25)^((5)/(2))times(729)^((1)/(3)))/((125)^((2)/(3))times(27)^((2)/(3))times8^((4)/(3)))

If x=(4)/((5^(0.5)+1)(5^(0.25)+1)(5^(0.125)+1)(x^(0.0625)+1)) Then the value of (1+x)^(48), is.

The value of (27xx(0.25)^3+125(0.05)^3) /((0.75)^2-0.25xx0.5) is : (27xx(0.25)^3+125(0.05)^3) /((0.75)^2-0.25xx0.5) का मान क्या होगा?

((4.125)^(3)-(0.125)^(3))/((4.125)^(2)+4.125xx0.125+(0.125)^(2))=?

(25x-0.025)/(0.125)=(2x-0.45)/(1.25)+0.6