Question

find the derivatives of x4+x3-2x2/x+2

Answer 1

first do the long divison and then use partial fraction method to integrate

Answer 2

pliz can you do that for me

Answer 3

where are you avnis
chat box is broken

Answer 4

hey i am here

Answer 5

hey

Answer 6

so that length question i think i solved it

Answer 7

ok

Answer 8

so working on this question i know you can find common terms in this question i am just trying to find that

Answer 9

i mean i am refering to gerald's question

Answer 10

lets do long division

Answer 11

hmm okay, but i was thinking if we just rearrange and ge trid of the common terms

Answer 12

here http://www.skrbl.com/166859043

Answer 13

sorry
here http://www.skrbl.com/166859043

Answer 14

sorry again here

Answer 15

http://www.scriblink.com/index.jsp?act=phome&roomid=36&KEY=F71D8E165FCC9B3AA0E17782EDB164F0

Answer 16

i hope that works

Answer 17

can those link lead me to answer

Answer 18

yes
im typing solution

Answer 19

http://www.scriblink.com/index.jsp?act=phome&roomid=36&KEY=F71D8E165FCC9B3AA0E17782EDB164F0

Answer 20

did it work

Answer 21

here im over here http://www.scriblink.com/index.jsp?act=phome&roomid=36&KEY=F71D8E165FCC9B3AA0E17782EDB164F0

Answer 22

oh i solve dit on the the other one :P

Answer 23

hehe, its not bad

Answer 24

http://www.skrbl.com/166859043

Answer 25

you get integral x^3 - x^2

Answer 26

so basically gotta integrate x^3 -x^2

Answer 27

and that will give you ((x^4)/4)-(x^3/3) + C

Answer 28

yes

Answer 29

those site are not active

Answer 30

u just want to find the first derivative right?

Answer 31

are we talking about derivatives or integrals? because you just integrated

Answer 32

uhm cantorset...do you know what you are talking about?

Answer 33

according to the questions, it says "derivatives" , right?

Answer 34

you can use the quotient rule to solve this if you like

Answer 35

do ther derivative with quotient rule.

((x+2)(4x^3+3x^2-2x^2)-(x^4+x+3-2x^2))/(x+2)^2

Answer 36

that is the correct approach, ignore whatever cantorset mentioned its nonsense

Answer 37

d/dx of f(x)/g(x)=( f'(x)g(x)-f(x)g'(x))/(g(x))^2

Answer 38

okay, so when u want to find the derivative, here , its better if u use the 'u/v' rule..

which is
\[(v u \prime-u v \prime )/v ^{2}\]

Answer 39

wher u =numerator & v=denominator

Answer 40

exactly, thats correct @avalanche :)

Answer 41

great minds think alike :)

Answer 42

yupp :):)