find the horizontal asymptote of the graph of y=(-2x^6+5x+8)/(x^2+5x+6)
may i ask what class you are in?
Algebra 2B
ok notice the exponent in numerator (6) is higher than denominator (2) when this occurs there is no horizontal asymptote or it doesn't exist
Omg thank you I forgot about that rule.
can you help with another ?
if exponent in denominator is higher --> asymptote is y=0 if same --> asymptote is ratio of leading coefficients
sure but if you use those 3 rules you should be fine
Simplify the rational expression. State any restrictions on the variable. (t^2+2t-24)/(t^2-36) t-2/t-3, t doesn't = 3 t-4/t-6, t doesn't = 6 t-2/t-3, t doesn't = -6, t doesn't = 3, t doesn't = 6 t-4/t-6, t doesn't = -6, t doesn't = 6 I picked D
D is correct
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