how do u simplify (x-3)/(4x^2) - (2x+2)/(9x) + (7x)/24

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how do u simplify (x-3)/(4x^2) - (2x+2)/(9x) + (7x)/24

Mathematics
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aparently by getting someone else to do it for you lol ;)
i know
get like denominators and drudge thru it.... its dirty work but build character :)

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i need some steps to do the work. do know how to do it
(x-3)/(4x^2) - (2x+2)/(9x) + (7x)/24...i do
can u hlp me
x-3 2x+2 7x ---- - ----- + --- lets start buy re writing the numbers... 4x^2 9x 24
ok
we need to simply mulitply everything in the bootom to get a common denom right? 4x^2( 9x)( 24) = 864x^3 correct?
yes
now just multiply everything by that number really; or rather it might be easier to see what happens when we leave it in its factored form of: (4x^2)(9x)(24) (x-3) * (4x^2)(9x)(24) ------------------- = ? (4x^2) (x-3)(9x)(24) right? which equals 216x^2 - 648x
(2x+2) * (4x^2)(9x)(24) --------------------- (9x) which equals 192x3 +192x^2 right?
7x (4x^2)(9x)(24) --------------- (24) 7x (4x^2)(9x) = 252x^3
now lets put it all together 192x^3 +192x^2 252x^3 +216x^2 - 648x ----------------------- 444x^3 + 408x^2 - 648x; maybe wanna factor that ...and see if i did any errors
no their r no errors
444x^3 408x^2 648x ------- + ------- - ------- is gonna be our answer i think 864x^3 864x^3 864x^3
i think we can do that with an easier number tho; we dint use the "least" common denomintor.....just a common one
I'm starding to understand it now. I have another question do u know how to find the conic section of 3y^2+9x-8y=13
yes; its a parabola
3y^2 -8y = 13- 9x complete the square on the y side...
how do u know
its only got one ^2 part to it; so it bends only once
the rest of it is just filler to make it bend how and where you want it
Oh, thanks 4 the help
youre welcome :)

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