Differentiation of Exponentials and Logs: Exercise 4
About the Lecture
The lecture Differentiation of Exponentials and Logs: Exercise 4 by Batool Akmal is from the course Differentiation of Exponential and Logarithmic Functions.
Included Quiz Questions
What is the differentiation of y = ln(x) / x ?
- dy/dx = [1 - ln(x)] / x²
- dy/dx = [1 + ln(x)] / x²
- dy/dx = ln(x) / x²
- dy/dx = [ln(x) - 1] / x²
- dy/dx = [1 - ln(x)] / x
What is the differentiation of y = ln(x) / eˣ ?
- dy/dx = [1 - xln(x)] / [xeˣ]
- dy/dx = [1 + xln(x)] / [xeˣ]
- dy/dx = [1 - xln(x)] / eˣ
- dy/dx = [1 - ln(x)] / (xeˣ)
- dy/dx = [1 - ln(x)] / eˣ
What is the derivative of ln(eˣ + 1) / eˣ ?
- [eˣ - (eˣ + 1)ln(eˣ + 1) ] / [eˣ (eˣ + 1)]
- [1 + (eˣ + 1)ln(eˣ + 1) ] / [eˣ (eˣ + 1)]
- [1 - ln(eˣ + 1) ] / [eˣ (eˣ + 1)]
- [eˣ - (eˣ + 1)ln(eˣ + 1) ] / (eˣ + 1)
- [1 - ln(eˣ + 1) ] / eˣ
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Author of lecture Differentiation of Exponentials and Logs: Exercise 4
Batool Akmal
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