What is an important similarity between the uniform and normal probability distributions?
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The asymptote of the parent function 
, like any other similar exponential function is y = 0.
But in this case the parent function is transformed. It is shifted vertically upward by 4 units. When an exponential function is shifted vertically up or down its asymptote is also shifted by same number of units.
Hence, the asymptote of
will be shifted 4 units above as compared to the asymptote of 
.Therefore, the asymptote of is y=4
But in this case the parent function is transformed. It is shifted vertically upward by 4 units. When an exponential function is shifted vertically up or down its asymptote is also shifted by same number of units.
Hence, the asymptote of