Wait, I wrote it wrong. This is the correct way:
(9z-42z-72)/(3z^2+28z+32)divided by(z^2-9z+18)/(2z^2+10z-48)
9z-42z-72/3z^2+28z+32divided by 2z^2+10z-48/z^2-9z+18
Can someone help me? I know they're supposed to be flipped and factored, and I did that, but afterwards I can only get as far as:
9z+12/3z+4*2z-6/z-3
5 answers
my factors were
[(3z+4)(3z-18)]/[3z+4)(z+8)] x [(2z-6)(z+8)]/[(z-3)(z-6)]
= 6 , z not equal to -4/3, -8, 3, or 6
[(3z+4)(3z-18)]/[3z+4)(z+8)] x [(2z-6)(z+8)]/[(z-3)(z-6)]
= 6 , z not equal to -4/3, -8, 3, or 6
I don't understand. If you do it that way, your z-3 doesn't cancel and then i don't know where to go from there.
notice at the top there was a 2z-6
which is 2(z-3)
there is also 3z-18 at the top which
is 3(z-6)
so the z-3 and the z-6 at the bottom cancel with the rest of the stuff leaving only the 3x2 at the top
which is 2(z-3)
there is also 3z-18 at the top which
is 3(z-6)
so the z-3 and the z-6 at the bottom cancel with the rest of the stuff leaving only the 3x2 at the top
Thank you for answering, but I'm so confused. Can someone else help, please?
0 answers