Question

how to do this?
lim x->0 (x-9)/x^2/(x+4)

Answer 1

is your question like this

\[ \lim_{x \rightarrow 0}\frac{ x-2 }{\frac{ x ^{2} }{ x+4 }}\]

Answer 2

yes

Answer 3

cmon there must be someone who knows how to do this :S

Answer 4

@satellite73

Answer 5

@estudier

Answer 6

is \[\frac{ x-9 }{ x ^{2} }\] a numerator and x+4 denominator?

Answer 7

its (x-9)/(x^2 * (x+4))

Answer 8

@experimentX

Answer 9

this goes to heaven ... try pluggin in WA.

Answer 10

\[\lim_{x \rightarrow 0}\frac{ x-9 }{ x ^{2}(x+4)}\]

Answer 11

yes ... the limit tends to infinity. accordinng to Wolf.

Answer 12

ok it might tends to infinity because i've tried all the method i know to solve but i remain with x at the denominator

Answer 13

yes ... limit is inifnity .... or undefined or does not exits.

Answer 14

u r right