Simplify quantity 4 x squared plus 12 x minus 16 all over quantity 2x plus 10 over quantity 6 x plus 24 over quantity x squared plus 9x plus 20.

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Simplify quantity 4 x squared plus 12 x minus 16 all over quantity 2x plus 10 over quantity 6 x plus 24 over quantity x squared plus 9x plus 20.

Mathematics
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\[4x^2+12x-16/2x+10 divided be 6x+24/x^2+9x+20\]
|dw:1436216644524:dw|

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flip the 2nd fraction to its reciprocal and change to multiplication, then factor and terms should cancel|dw:1436217406459:dw|
OUCH! Ok:) gHold on
4(x-1)(x+4)/2(x+5)
(x+5)(x+4)/6(x+54) is the 2nd one
how'd you get 6(x+54) for the 2nd denominator?
i mean 6(x+4)
ok yeah. so then you just cancel anything that's in both the numerator and denominator
so i got x-1/3(X+4) s as my answer
I got \[\frac{ (x-1)(x+4) }{ 3 }\]
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oh ok
So maybe I did something wrong?
it looks like you canceled both the (x+4) from the numerator instead of one from each the numerator and denominator
compare yours to the work in the link
ohh p I see! So yeah , I get what I did wrong. Thanks:)
no problem
I have one more, but I alread y solved it. Can u check it?
|dw:1436218176189:dw|
Foe this one I got, 14/5x^3

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