❖ Calculus : U-substitution Involving Trigonometric Functions - Ex 3 ❖

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❖ Integrating Trigonometric Functions Using U-Substitution ❖

In this video, I demonstrate how to integrate functions that involve trigonometric functions by using u-substitution. U-substitution is a powerful technique that simplifies the integration process, especially when dealing with complex expressions.

🔍 What You’ll Learn:

The concept of u-substitution and its importance in integration
How to identify the right substitution for trigonometric functions
Step-by-step guidance on setting up the u-substitution
A complete example showing the integration process from start to finish
Tips for verifying your result and understanding the original function

This tutorial is perfect for students looking to strengthen their calculus skills and gain confidence in integrating trigonometric functions. By the end of this video, you’ll have a solid understanding of how to apply u-substitution effectively.

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#USubstitution #TrigonometricFunctions #Calculus #Integration #MathTutorial #EducationalVideo #MathHelp #ProblemSolving #CalculusTechniques #LearningCalculus
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Thank very much
Love ur vedios ♡♥♡....

baraqubbeia
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I know this isn't relevant but I'm freaking out because I don't know how to solve
x-y/x^-1 (-) y^-1

So if someone could help me, or point me in the right direction of where I could find help, I would be eternally grateful.

TonyIsntGood
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okay that is not an equation so you don't "solve" it, but you can simplify it. Google "simplifying negative exponents" and you will find some good help

lopsidedcor