`2^3xxb^3xxb^4`

Simplify and express each of the following in exponential from: {(2^2)^3xx3^6}xx5^6 (ii) (a/b)^5xxb^(10)

In the following question two Quantities i.e., Quantity I and Quantity II are given. You have to determine the relation between Quantity I and Quantity II. Given, a, b, c and d are positive integers. I : a^(-b)/a^(-a)=a^b xx c II : (a^3xxb^3)/(axxb^2)=(b^3xxd^4)/(db) Quantity I: Value of ‘c’ Quantity II: Value of ‘d’

Simplify: (5^4xxa^8b^3)/(5^4xxa^5xxb^2)

Simplify (a/b)^7xxa^6xxb^5xx(b/a)^6

Simplify 3(a^4xxb^3)^(10)xx5(a^2b^2)^3

(2^3)^4 = 2^4^3 (b) 2^3^4 (2^4)^3 (d) none of these

(3.7xx3.7+2.3xx2.3+2xx3.7xx2.3)/(4.6xx4.6-3.4xx3.4)=