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Write a rational function with a vertical asymptote of x=5 and a horizontal asymptote of y=1/2
vertical asymptotes occur when you divide by zero. to make an equation divide by zero when x = 5 you would need: \[\huge\frac{1}{x-5}\] now when x approaches 5, the denomenator approaches 0, and the function approaches infinity.
however, as the x value approaches infinity, the function will tend towards zero (dividing by infinity) so you would have to add 1/2 to every thing to ensure that it tends towards 1/2 \[\huge\frac{1}{x-5}+\frac{1}{2}\] \[\huge\frac{2 + (x-5)}{2(x-5)}=\frac{x-3}{2x-10}\]
Thank you so much!
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