what is the vertical asymptote of x^3/x^4-81
set denominator equal to 0
so it would be 9 &-9?
if it was x^2=81 then yes
well what do i do since its x^4?
take 4th root of 81 .... +-3
so thats my answer?
vertical asymptotes are imaginary vertical lines designated by equations "x = ?" answers are: x = 3 x = -3 again looking at the graph would greatly help...i assume you have a graphing calculator http://www.wolframalpha.com/input/?i=plot+x%5E3%2F%28x%5E4-81%29+from+-6+to+6
how do i find horizontal asymptotes?
well one... look at graph , what does curve approach as x-> infinity ? also the rule is if degree on bottom > degree on top ..... horizontal is y=0
oh okay i understand i figured that. one more question.what is the domain of 4(x^2-100)
domain is everything except the vertical asymptotes....so basically this question is find the vertical asymptotes
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