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2661000 Nth ORDER DIFFERENTIAL COEFFICIENT of logxxn1 by LEIBNITZS THEOREM
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266/1000 | Nth ORDER DIFFERENTIAL COEFFICIENT of logx.x^(n-1) by LEIBNITZ'S THEOREM • In this Video, we will learn: • 00:00 Introduction • 00:19 Eligibility Criteria to Apply Leibnitz's Theorem • 01:28 Leibnitz's Theorem Formula • 03:02 Combination Formula: nCr Key Takeaways • 03:33 Applying Leibnitz's Theorem to a Question • 04:25 Differentiating x^(n-1) with respect to x • 06:42 Common Mistakes to Avoid in Leibnitz's Theorem • 08:47 (n-1) times Differentiation of x^(n-1) with respect to x • 09:05 Proof of n Times Differentiation of x^n with respect to x • 12:07 n Times Differentiation of logx.x^(n-1) • Description: • Master Leibnitz's Theorem to find nth order differential coefficients! Learn to differentiate logx.x^(n-1) with clarity. • Notes- Coming soon • Gain expertise in differential coefficients, Leibnitz's Theorem, and calculus. • Keywords: nth order differential coefficient, Leibnitz's Theorem, calculus, differential equations • Tags: • Nth Order Differential Coefficient • Leibnitz's Theorem • Calculus • Differential Equations • Mathematics • Engineering Maths • Hashtags: • #NthOrderDerivative • #LeibnitzTheorem • #CalculusTutorials • #DifferentialEquations • #MathematicsLectures • #EngineeringMaths • #DerivativesMadeEasy • #CalculusHelp • #MathTutorials • #LearnMath
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