Question

Factor completely and then place the factors in the proper location on the grid x^2+13x+36

Answer 1

x^2+13x+36 = (x+9)(x+4).

So the coordinates of the intercepts, if you view this as a function, are (-9,0) and (-4,0).

Not sure what "the grid" means.

Answer 2

The factor of
`x^2+13x+36=(x+4)(x+9)`.

Explanation:

Given equation

`x^+13x+36`

By using middle term splitting method we can find factor of the given equation

Middle term=
`13x`

Product of first and last term=
`36x^2`

Factor of 36 are 9 and 4

`9*4=36`

9+4=13

`x^2+9x+4x+36`

`x(x+9)+4(x+9)`

`(x+4)(x+9)`

Hence, the factor of the given equation are [tex[(x+4)(x+9)[/tex].