Home
Class 7
MATHS
((27)/(343))^(2/3)xx((343)/(729))^(2/3)d...

`((27)/(343))^(2/3)xx((343)/(729))^(2/3)div((2401)/(81))^(3/4)`= _____

Promotional Banner

Similar Questions

Explore conceptually related problems

((1)/(343))^(-(2)/(3))

root3((-343)/(729))=?

(0.49)^(4)xx(0.343)^(4) div (0.2401)^(4)=(70div100)^(?+3)

Simplify (343)^(2/3)

(49)^(2)xx (7)^(8)div (343)^(3)=(7)^(?)

(7)/((343)^(-(2)/(3)))+(1)/((216)^(-(2)/(3)))+(3)/((625)^(-(1)/(4)))

((64)/(27))^((2)/(3))times((9)/(16))^((3)/(2))times((81)/(256))^((3)/(4))=((3)/(4))^(x) then x=

Evaluate : ((16)/(81))^(-3//4)xx((49/9)^(3//2)/((343)/(216))^(2//3))

{(441)^(1//2)xx207xx(343)^(1//3)}div{(14)^(2)xx(529)^(1//2)}