Find the product and simplify your answer. 9a^2(-5a^3 + 5a - 5)
@amistre64 @BangkokGarrett @djcool31 @texaschic101 @mathmale
@hoblos
|dw:1395413345761:dw| in general a(b+c+d) = ab + ac + ad also, (a^x)(a^y) = a^(x+y) you must use these identities to solve your problem try solving it and tell me what you get, if you are still confused i'll help you through
Yeah... I'm still confused lol... >.<
lets do the first step 9a^2(-5a^3 + 5a - 5) = 9a^2(-5a^3) + 9a^2(5a) + 9a^2(-5) 9a^2(-5a^3) =? 9a^2(5a) + ? 9a^2(-5) = ? can you solve those ?
Do you multiply for the first one? So it'd be... -45a^5?
correct what about the other 2 ?
Uhm.. -45a^5 45a^2 -45a^2 ?
check the second one again
OH! -45a^5 45a^3 -45a^2 ?
now it's correct , so add them up and you'll get the final answer
Ok.. uhh.. -45a^11 ?
nope, we got 9a^2(-5a^3 + 5a - 5) = -45a^5 + 45a^3 -45a^2 so now we must find the common factor between the 3 terms do you know what a common factor is ?
No I do not .-.
the common factor is the factor found in all the terms example: xa + xb + xc the common factor is x so xa + xb + xc = x(a+b+c)
Ok. So in this case the common factor is a?
first do you have choices for the question to choose from ?
No, you have to type it as a response =/.
ok so you can just keep it in the simple form 9a^2(-5a^3 + 5a - 5) = -45a^5 + 45a^3 -45a^2
So that's the final answer? O_o
yes it's -45a^5 + 45a^3 -45a^2
Thank you so much!! :)
any time! :)
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