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Higher order derivatives (look for a pattern)

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bprp calculus basics

If a question asks you to find a higherorder derivative, then we should differentiate the function a few times and look for a pattern. Of course, you should remember all the derivative techniques such as the power rule, product rule, quotient rule, and chain rule.

0:00 Q1 higherorder derivative of ln(x)
5:23 Q2 higherorder derivative of cos(x)
9:17 Q3 higherorder derivative of sin(2x)
13:02 Q4 higherorder derivative of sqrt(e^x)
15:36 Q5 higherorder derivative of x*e^x


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"Just Calculus" is dedicated to helping students who are taking precalculus, AP calculus, GCSE, ALevel, year 12 maths, college calculus, or high school calculus. Topics include functions, limits, indeterminate forms, derivatives, and their applications, integration techniques and their applications, separable differential equations, and a lot more. Feel free to leave calculus questions in the comment section and subscribe for future videos.

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