Question

256-x²/4
factorise in process​

Answer 1

`16^2-((x)/(2))^2=(16+(x)/(2))(16-(x)/(2))`

Explanation:

The given expression is :
`256-(x^2)/(4)`.

We need to factorize it.

We know that, 16² = 256

So,

`256-(x^2)/(4)=(16)^2-((x)/(2))^2`

We know that,
`a^2-b^2=(a-b)(a+b)`

`16^2-((x)/(2))^2=(16+(x)/(2))(16-(x)/(2))`

Hence, this is the required solution.