Differentiating Exponential Functions with Calculators
Key Questions
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f'(x)=-3*e^(1-3x) Explanation :
f(x)=e^(1−3x)=e*e^(-3x) This type of problems solve by Chain Rule.
let's assume
y=e^(f(x)) then, using Chain Rule,
y'=e^(f(x))*f'(x) Similarly, following for the given problem,
f'(x)=e*(-3)*e^(-3x) f'(x)=-3*e^(1-3x)