Home
Class 14
MATHS
(4^8xx16^2xx2^4)/(2^8xx(16)^3-:256)=4^(2...

`(4^8xx16^2xx2^4)/(2^8xx(16)^3-:256)=4^(2x)`

Promotional Banner

Similar Questions

Explore conceptually related problems

(16xx10^(2)xx64)/(2^(4)xx4^(2))

((2^8)^2xx5^3)/(7^3xx4)

Evaluate ((a^6)^3xx(a^2)^8xx(a^(-3))^4)/((a^2)^5xx(a^5)^2)

Find the value of n, given : (2xx4^(3)xx2^(n-4)xx3xx2^(n+2))/(3^(3)xx2^(16))=(2)/(9)

(16^(-1)xx5^(3))/(2^(-4))

64xx16div256=(4)^((?-3))

Simplify : (8^(3a)xx2^(5)xx2^(2a))/(4xx2^(11a)xx2^(-2a))

Simplify (8^(3a)xx2^(5)xx2^(2a))/(4xx2^(11a)xx2^(-2a))

If (16)^(2) div (16)^(4) xx (16)^(3) = 16^(x) , then x is equal to