Originally Posted by

**kylera** Hi. This problem simply involves finding the horizontal asymptotes of the following function. While the calculator shows two (y = 0 when x approaches negative infinity and y = 2 for positive infinity), I can only come to the conclusion that y = 2, regardless of whether X approaches positive or negative infinity.

Function:

Y = (2e^x) / ((e^x)-5)

What needs to be done in order to get the result that Y approaches 0 as X approaches negative infinity? Much thanks in advance.