Home
Class 6
MATHS
Simplify and write the in the exponentia...

Simplify and write the in the exponential form:
`((3^(2))^(3)xx7^(3)xx7^(6))/(2^(3)xx7^(4))`

Text Solution

Verified by Experts

The correct Answer is:
`3^(6)xx2^(2)`
Promotional Banner

Similar Questions

Explore conceptually related problems

Simplify and write the in the exponential form: (2^(4)xx2xx7^(3)xx7^(6))/(2^(3)xx7^(4))

Simplify and write the in the exponential form: ((-3)^(3)xx7^(4)xx7)/(3^(2)xx7^(2))

Simplify and write the in the exponential form: (3^(7)xx3^(4))/(3^(6))

Simplify and write the in the exponential form: 10^(2)xx7^(0)+3^(3)xx2^(2)

Simplify and write the in the exponential form: (2^(4)xx3^(5))/(6xx3^(2))

Simplify and write the in the exponential form: ((-2)^(4)xx(2^(3))^(3))/((2^(4))^(2))

Simplify and write the in the exponential form: 4^(3)xx5^(0)+(-3)^(4)-7^(0)

Simplify and write the in the exponential form: ((2^(4))^(5)xx(3^(3))^(4))/((2^(3))^(4)xx(3^(2))^(3))

Simplify and write in exponential form : [(3^(2))^(4)xx4^(8)]-:7^(8)

Simplify and write the in the exponential form: (3xx3xx3xx3)/(2xx2xx3xx3)