f(x)=(−9x^3−4x^2+5x+8)/(−2x2+8x+8) .

Find the equation of the non-vertical asymptote.

Question

f(x)=(−9x^3−4x^2+5x+8)/(−2x2+8x+8) .

Find the equation of the non-vertical asymptote.

anonymous · Answer

you must be speaking about slant asymptotes

anonymous · Answer

my teacher just said non-vertical asymptote

would you be willing to help me with my homework, its just 10 questions?

anonymous · Answer

you can post all your question on the left, so that everyone can help you. But i can certainly help you with a few

anonymous · Answer

ok thx

anonymous · Answer

well, non vertical means not vertical,so lets look for horizantal and slant asymptotes

anonymous · Answer

so, to find the slant asymptote just perform long division.

anonymous · Answer

oh and there are no horizontal asymptotes because the degree of the numerator is greater than than that of the denomiantor. So just find the slant asymptoe

anonymous · Answer

And i would appreaciate it if your could hit the good answer button after i have answerd you question

anonymous · Answer

thanks

anonymous · Answer

ayt it looks horrific but once you do a long devision  you can get it into the form  y= (g(x)+ mx+c, then you asymptote is mx+x. M too lazy to do the division but it should something like  9/2x+20, please check! Good luck

anonymous · Answer

retricemptote is mx+c i meant