What is the derivative of #e^(-x)#?
1 Answer
Jan 24, 2016
# - e^-x #
Explanation:
Using 'chain rule':
then
#d/dx (e^-x ) = e^-x .d/dx (-x ) =e^-x .(-1) = - e^-x #
# - e^-x #
Using 'chain rule':
then
#d/dx (e^-x ) = e^-x .d/dx (-x ) =e^-x .(-1) = - e^-x #