Question

What is the product of the polynomials (2x^2+5x+5)(4x-3)

Answer 1

¿Sabes la respuesta?

Answer 2

English,Please.

Answer 3

do u kno the answerrrrrrr???

Answer 4

Nope.

Answer 5

Polynomial discriminant is tht wat u r looking fur?

Answer 6

becasue i can help u

Answer 7

Multiply every term of the first polynomial by every term of the second polynomial. Then collect like terms.

Answer 8

Just distribute the 4x-3.

4x(2x^2+5x+5)-3(2x^2+5x+5) = ???

Answer 9

no @mathstudent55 what u have to do is multiply all the terms of the one first polynomiall by every term of the second polynomial then collect like terms. :) @yoda5657

Answer 10

do u get it hun????? @yoda5657

Answer 11

I think so.

Answer 12

@yoda5657 okay i am glad I could help you. :) :) :)

Answer 13

@mathpapichulo Is this some sort of lame attempt at humor?

Answer 14

8x^3+14^2-15x-15?

Answer 15

Is that Correct? ^^

Answer 16

No

Answer 17

Your x term is off.

Answer 18

@mathstudent55 um, excuse me? i am just trying to help my friend here yoda5657 ok? No arguing in openstudy ok. :) I am not trying to be a funny man here! Sheesh, gosh I am just like the rest of ppl on here.

Answer 19

8x^3+14^2+5x-15.

Answer 20

Ok, then explain what you meant by the response above you directed at me.

You wrote:
"no @mathstudent55 what u have to do is multiply all the terms of the one first polynomiall by every term of the second polynomial then collect like terms. :) @yoda5657"

What does that mean?

Answer 21

@yoda5657 sorry i might aswell not help anymore, but goodluck:) srry mathman55 if i maked you mad.

Answer 22

Is my Answer right? 8x^3+14^2+5x-15.

Answer 23

Now it's correct. Good job, @yoda5657

Answer 24

Thanks.

Answer 25

@mathpapichulo
I'm not mad at you. Let me explain why I answered the way I did. The goal of OS is to help students with their homework.

I gave an answer that explained the way to solve this problem. Your response started with "no mathstudent55." To me that means you're telling me and the original poster that my explanation is incorrect. Then you go on, repeating exactly what I had written. That seems to me to mean I was right all along. All this does is confue the original poster who is only asking for help solving a problem, not some cute attempt at humor.

Answer 26

@yoda5657
You're welcome.