Question

h(x)=x^2+10x+32

Answer 1

What do you need to do?

Answer 2

Do you need to factor it or...

Answer 3

One sec

Answer 4

i dont know if this could help but i tried my best

Answer 5

Let's solve for h.
hx=x^2+10x+32
Step 1: Divide both sides by x
Hx/x=X^2+10x+3x/x

H= X^2+10x+3x/x

Answer 6

That's not how it works

Answer 7

You

Answer 8

i tried to do a graph but it turned out wrong

Answer 9

We're doing h of x
Where did you get that from

Answer 10

Most of the time, given an equation, you're trying to find the roots, the zeroes of them

Answer 11

In
h(x)=x^2+10x+32
x^2 + 10x +32
We can already see that it's not possible to do a perfect factoring thing
So, we pull out the Quadratic Formula

Answer 12

Since we know that
a=1
b=10
c=32

We can put it in
[-10 +- sqrt(100-128)]/2

Answer 13

So, to simplify, it is
[-10 +- sqrt(-28)]/2

Answer 14

To simplify again
[-10 +- 2sqrt-7]/2

Answer 15

To again simplify
It would be
-5 +- sqrt(-7)

Answer 16

We can take out the -1 part by putting it as i
So
it owuld be -5 +- isqrt7

Answer 17

i, as in the imaginary number

Answer 18

You don't want that decimal point, that's not exact

Answer 19

I do

Answer 20

Read the picture before u suggest anything pls

Answer 21

But you're not the one that's doing htis

Answer 22

𝑥=−5−2.64575

Answer 23

We need to factor
So
It becomes
(x+5 -isqrt7)(x+isqrt7)

Answer 24

Imma just leave this to you

Answer 25

I'm done

Answer 26

Oh mk great