Question

I need help with simplifying polynomials !! please help

Answer 1

where are the polynomials?

Answer 2

like what is the problem?

Answer 3

you said you need help with simplifying polynomials. I see no polynomials here to simplify.

Answer 4

that's just what the topic Is called

Answer 5

Okay, well, if you come up with some sample problems, we can work through them.

Answer 6

well the first one is (b-2at^2)(3b-3at^2)

Answer 7

\[(b-2at^2)(3b-3at^2)\]Can you expand that product?

Answer 8

I don't know how to do this, this is why I asked.

Answer 9

Well, this isn't simplifying yet, this is multiplication of binomials

Use the distributive property: \[a(b+c) = a*b + a*c\]

\[(b-2at^2)(3b-3at^2) = b(3b-3at^2) -2at^2(3b-3at^2)\]Can you use the distributive property again to remove the remaining ()'s?

Answer 10

yea ig

Answer 11

well, give it your best shot.

Answer 12

thanks ig

Answer 13

Well, your example question needs to be simplified, so I think it should be \[(b−2at^2)(3b−3at^2)=3(b-2at^2)(b-at^2)\]

Answer 14

@12leanne you won't learn anything by having us do the problems for you. You learn by doing, even though you may make mistakes at first.

Answer 15

I cant make no mistakes it has to be right the first time.

Answer 16

That's a problem! Not willing to do the work to develop the skill, and need to be 100% accurate the first time. Well, good luck ig!