Can anyone assure me that this is the right answer?
Im just trying to make sure that I have the correct answer to this factorization problem
12a2-27=
3 (4a2-9)=
3 (2a+3) (2a-3)
Im just trying to make sure that I have the correct answer to this factorization problem
12a2-27=
3 (4a2-9)=
3 (2a+3) (2a-3)
g0d_himse1f
Favorite Answer
it is correct
Conan
Yep, once you factor out that 3, you have the difference of two squares (4a^2 and 9, which are the squares of 2a and 3, respectively).
Sabiti
12a²-27=3(a²-9)=3(4a²-9)=
=3(2a-3)(a+3)
yes it is
?
correct
Anonymous
Yes, it's the right answer.