Question

Find the product.
(22² + b) (32² – 36)

Answer 1

480168+988b

Explanation:

((22^2)+b)*((32^2)-36) Given

(484+b)(1024-36) Solve for exponents

(486+b)(988) Simplify

480168+988b Simplify

Answer 2

The value of
`(22^(2) + b) (32^(2) - 36)` is
`(478192 + 988b)`

Solution:

`$\left(22^(2)+b\right)\left(32^(2)-36\right)$`

On simplifying the squares,

`$\left(22* 22+b\right)* (32* 32-36)$`

`$(484+b) *(32 * 32-36)$`

`$(484+b) *(1024-36)$`

`$(484+b) * 988$`

According to the distribution property,

`$(484 * 988)+(b * 988)$`

`$478192+988 b$`

So, the answer is (478192 + 988b)