differentiate oneplus x upon e ki power x with respect to X
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Answer:
(1 - x) / e^x
Explanation:
y = 1 + x/e^x
dy/dx = d/dx (1) + d/dx ( x/e^x )
dy/dx = 0+ [ e^x ( 1 ) -x (e^x)] /( e^x)^2 (u/v method)
dy/dx = e^x ( 1 - x ) /( e^x)^2
dy/dx = (1 - x) / e^x
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