Basic exponential functions, f (x) = bx, have a horizontal asymptote at the x-axis or y = 0. If the graph has a vertical shift, then the horizontal asymptote will move up or down k
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Step 1: Examine how the graph behaves as {eq}x {/eq} increases and as {eq}x {/eq} decreases. To find a horizontal asymptote in the given graph of an exponential function, identify the part
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To find the oblique or slanted asymptote of a function, we have to compare the degree of the numerator and the degree of the denominator. If the degree of the numerator is exactly one
How to Find the Asymptote of an Exponential FunctionIMPORTANT NOTE: There is a small error at 8:20 I should have said y= -4 (instead of y=4)In case you ne
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