This is the link to the worksheet. I need help on question 2 on the second page. Thanks.
http://static.k12.com/eli/bb/1211/5_68981/1_124222_8_68989/73a9e1e937f929aa0273c1ce37d80775f5e5d291/media/d707bf1f569b336d45e26860d378b0acb041bfe9/AAHS_M5S2L4_1_teacher_graded_assignment_PROJECTGUIDE.pdf

Question

This is the link to the worksheet. I need help on question 2 on the second page. Thanks.
http://static.k12.com/eli/bb/1211/5_68981/1_124222_8_68989/73a9e1e937f929aa0273c1ce37d80775f5e5d291/media/d707bf1f569b336d45e26860d378b0acb041bfe9/AAHS_M5S2L4_1_teacher_graded_assignment_PROJECTGUIDE.pdf

anonymous · Answer

2a. form an equation liddis 

w = [x^2+18x+45] ÷ (x+15) 

solve for w

anonymous · Answer

What about for 2.b.?

ganeshie8 · Answer

you need to factor `x2+18x+45` and see if that denominator cancels out

anonymous · Answer

oh okay. Lemme try

ganeshie8 · Answer

find two numbers such that :
1) they add up to `18`
2) they multiply to `45`

anonymous · Answer

5(9 + 4x)? I factored x2+18x+45

ganeshie8 · Answer

thats a good try, but no... 
have u found ur two magic numbers ? :)

anonymous · Answer

I'm kinda confused. Can you take me step by step? I seriously suck at math and am sadly a slow learner.

ganeshie8 · Answer

we want to factor  $\large   x^2+18x+45$ 

so we start by finding two numbers such that :
1) they add up to `18`
2) they multiply to `45`

ganeshie8 · Answer

can you find the two numbers ?
just guess and check..

anonymous · Answer

(15 + x)(3 + x)

ganeshie8 · Answer

Excellent ! we write variables first :

$$\large x^2 + 18x + 45 =   (x+15)(x+3)$$

yanasidlinskiy · Answer

By the way, @Kirs 
$\Huge\bf \color{yellow}{Welcome~to~OpenStudy!!}\hspace{-310pt}\color{cyan}{Welcome~to~OpenStudy!!}\hspace{-307.1pt}\color{midnightblue}{Welcome~to~\color{purple}{Open}}\color{blue}{Study!!!!}$

ganeshie8 · Answer

and that expression represents $\large \text{Area }$ right ?

anonymous · Answer

thanks haha and yeah?

ganeshie8 · Answer

which also equals $\large wl = w(x+15)$

so :  $\large    w(x+15) =  (x+15)(x+3)$

 $\large    w  =   x+3$

ganeshie8 · Answer

see if that makes more or less sense...

anonymous · Answer

It makes more sense lol

ganeshie8 · Answer

good :) we're done with part a of 2nd question
can u work part b ?

anonymous · Answer

no..haha I need help on that too.

ganeshie8 · Answer

$\large l = x+15$
$\large w = x+3$

$\large  A = wl$

ganeshie8 · Answer

plugin $\large x = 8$ and find out l,w,A values

anonymous · Answer

okay lemme try

anonymous · Answer

So i multiply 23 and 11 right?

anonymous · Answer

I got 253

ganeshie8 · Answer

Yes thats the Area ! good job !!

anonymous · Answer

yay!