which is the factored form of 3x^2 −24ab+48ab^2 ? a. (3a - 8b)(a - 6b) b. (3a - 16b)(a - 3) c. 3(a - 4b)(a - 4b) d. 3(a- 8b)(a - 8b)
show work please.
I would factor out the 3 first
\[3(x^2-8ab+16ab^2)\]
what two terms that you multiply give you \[x^2\]?
Do you have a typo? I don't think x should be there
?
your problem is incorrect? check it
that is how the question is shown
no way x times x gives you x^2 not a^2
oops i checked and it had an (a) not a (x) sorry
thanks for telling me.
ok back to my question what two terms give you a^2?
by the way I am trying to help you learn how to do this problem
are the two terms give you a^2 3 and 16?
\[3(a^2-8ab+16ab^2)\] I have a feeling that you last term should be \[16a^2b^2\] you might want to double check it
not I was referring to \[a^2\] what two terms can you multiply to get \[a^2\]
check that last term please
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