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Differentiation of Exponentials and Logs: Exercise 4

by Batool Akmal
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    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

    1. dy/dx = [1-ln(x)] / [x²]
    2. dy/dx = [1 + ln(x)] / [x²]
    3. dy/dx = [ln(x)] / [x²]
    4. dy/dx = [1 + ln(x)] / [x]
    5. dy/dx = [1-ln(x)] / [x]
    1. dy/dx = [1 - xln(x)] / [x(e^x)]
    2. dy/dx = [1 + xln(x)] / [x(e^x)]
    3. dy/dx = [1 - xln(x)] / (e^x)
    4. dy/dx = [1 + xln(x)] / (e^x)
    5. dy/dx = [1 + ln(x)] / [x(e^x)]
    1. x
    2. 0
    3. 1
    4. e^x
    5. 2ln(x)

    Author of lecture Differentiation of Exponentials and Logs: Exercise 4

     Batool Akmal

    Batool Akmal


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