factor and simplify
(8)(x+6)^7 (1)(2x+3)^-6 + (-6)(2x+3)^-7(2)(x+6)^8.
I've got it to 8(x+6)^7 (1)/(2x+3)^6 - 12(x+6)^8/(2x+3)^7, but I'm not sure if I'm done!

Question

anonymous · Answer

gr8 question you must have troubled a lot to find the answer

anonymous · Answer

can u write it with equation forum ?

anonymous · Answer

i am providing u a script ok . see this and if u r satisfied then please give me medal

anonymous · Answer

looks like a product rule problem yes?

anonymous · Answer

$$\small{did\ you\ even\ write\ the\ problem\ right?}$$

anonymous · Answer

you were differentiating 
$$(x+6)^8\times (2x+3)^{-6}$$

anonymous · Answer

you can put this over one denominator if you like.  depends on what you want to do with it.  you could write 
$$\frac{4(x-12)(x+6)^7}{(2x+3)^7}$$ if you like

anonymous · Answer

this form would be especially helpful if you want to find the critical points, because right away you see they are at 12, -6, and -3/2