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Trig Integrals Using Substitution - Sin and Cos (Part 3/3)
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Hey Guys! Welcome back to my channel.
In this unit, we will be talking about trigonometric integrals using substitution (trig integrals of higher powers, where the power is 1 or greater).
I uploaded a free calculus textbook to my dropbox, you can access the textbook using the following link:
We will be discussing integrals that look like this: ∫ (sin x)^ m * (cos x)^n dx .
In this video, we will discuss how to solve integrals where m (sin exponent) and n (cos exponent) are both even, or both odd.
How to do integrals where cos power is odd and sin power is even:
Link for notes to this video (and extra example problem):
#calculus #calculus2 #calculustwo #trigintegrals #trigonometricintegrals #trigintegral #trigonometricintegral #integration #trigintegration #collegemath #collegemathtutor #mathtutor
In this unit, we will be talking about trigonometric integrals using substitution (trig integrals of higher powers, where the power is 1 or greater).
I uploaded a free calculus textbook to my dropbox, you can access the textbook using the following link:
We will be discussing integrals that look like this: ∫ (sin x)^ m * (cos x)^n dx .
In this video, we will discuss how to solve integrals where m (sin exponent) and n (cos exponent) are both even, or both odd.
How to do integrals where cos power is odd and sin power is even:
Link for notes to this video (and extra example problem):
#calculus #calculus2 #calculustwo #trigintegrals #trigonometricintegrals #trigintegral #trigonometricintegral #integration #trigintegration #collegemath #collegemathtutor #mathtutor
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