Question

Find the product. (y^2)^5 · y 8

Answer 1

(y^2)^5 *y^8 = y^10 *y^8 = y^18

hope this will help you

Answer 2

The product of given expressions is
`y^(18)`.

Explanation:

The given expression is

`(y^2)^5\cdot y^8`

Use the properties of exponent to find the product.

`(y^2)^5\cdot y^8=y^(10)\cdot y^8`
`[\because (x^m)^n=x^(mn)]`

`(y^2)^5\cdot y^8=y^(10+8)`
`[\because x^mx^n=x^(m+n)]`

`(y^2)^5\cdot y^8=y^(18)`

Therefore the product of given expressions is
`y^(18)`.