Help Please : Quotient Rule: x^6+x^3+3 / x+3
quotient rule: havent had time to practive this in a while but: (x^6+x^3+3) / (x+3) ((6x^5 + 3x^2 + 3)(x+3) - (1)(x^6 + x^3 + 3))/(x+3)^2 so... (derivative of top*bottom - derivative of bottom*top)/(bottom)^2
found my first mistake in my problem...lets see if I can figure it out...thanks
I got that part...in order to do this first part of the equation its foiled right?
yes
u'v = (6x^5 + 3x^2 )(x+3)
oh yes. i got that wrong. sorry.
I'm confuse the way they told me to remember it is : Lo D HI - Hi D Lo divided by Lo ^2 ...i keep getting the wrong answer though
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once i simplified I got 5x^6+18x^5+2x^3+9x^2 -3 / (x+3)^2 but it says its wrong
Atleast I got the first part correct :)
why wouldnt that negative be distributed though
so to simplify further i woul get 7x^6+18x^5+4x^3+9x^2+3 / (x+3)^2 ...yes?
= ( 5x^6 +18x^5 + 2x³ + 9x² - 3 )/ (x+3)²
Thats what I got as well but when I tried to submit it saidd it was wrong...that cant be simpliefied further even if you were to do the square cuz youd get x^2 +9x+9
let me double check couldve made a typo when I submitted it
yup I double checked what i submitted and what i wrote down on my scrape paper ...the problems specified to simplify but it cant be simplified further...thats the only thing i can think of
Thanks for your help...i keep questioning myself on these quotient rule problems and as i quadruple checked my work i caught that I wrote down the equation wrong...so i did it correctly with the way i rewrote it but it wasn't what the question was...thanks so much though I appreciate it
Make sure the answer is: = ( 5x^6 +18x^5 + 2x³ + 9x² - 3 )/ (x+3)²
we both got the same answer with how i wrote it but the denominator on the problem was supposed to be x^3+3....which changes the answer completely...I keep making stupid mistakes
I'm sorry I think your misinterpreting me ....the original problem was x^6+x^3+3 / x^3 +3....when i worked it out I missed that is was x-cubed
With what we worked out the answer should be correct cuz we both got the same answer but with the denominator being cubed it changes the whole answer
Okie, so it's because your post is incorrect :(
yes when i worked out the problem I missed it...i just worked out another problem so hopefully i get it correct so I know that i understand it
i feel like a dope ...i'm sorry i feel horrible
YAAAAAAAAAAAAYYYYYYYYYYYYYYYYY ....i got it right !!!!! thanks so much !!!!!!
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