`( 3125^x xx 5^9)/ 625 = (125)^-1`

(3125^(x)xx5^(9))/(625)=(125)^(-1)

Determine whether the sum of all the terms in the series is finite. In case it is finite find it. (3)/(5) , ( - 9)/( 25) ( 27)/(125), ( - 81)/(625) ....

Which is the greatest among (5)^23, (25)^(11), (625)^6, and (3125)^5 ?

The number of revolutions made by a wheel of diameter 56 cm in covering a distance of 1.1 km is: (a) 31.25 (b) 56.25 (c) 62.5 (d) 625

How many electrons are equal to 1 coulomb? (6.25 xx 10^16, 6.25 xx 10^17, 6.25 xx 10^18, 6.25 xx10^19)

5^(x)=3125

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