Question

Y^2+10y+24

Answer 1

what do you have to do with this

Answer 2

Factor it

Answer 3

You need to start off by factorising.

Require two numbers that add to 10 and multiply 24
i.e : x+y = 10
x*y = 24

Two such numbers are 6 and 4.

Now factorise:

(y+6) (y+4) = 0

this equation can only be satisfied if either y+6 =0 or y+4 = 0

this means that y = -6 or y= -4

your solutions are y=-6 or y= -4

Answer 4

Okay thank you

Answer 5

np yw

Answer 6

\[Y^2+10y+24\]
\[(y + 6)(y + 4)\]