How To Integrate Using U-Substitution

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hey so , if the degree of x is the same we just find for x , right ? that remains true for every degree?like x^2 and x^3 and all and not just x^1

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bro , I swear to god, ur way of teaching is easier to understand and grasp than my prof. Thank you very much for this vid!

you said that the integral of e to the u was e to the u plus c when u was a linear function of x but if u is x to the power of 4 then the integral of e to the u is e to the u divided by the derivative of u with respect to x plus c and the derivative of x to the 4 is 4 times x to the 3. Therefore the antiderivative of e to the u when u is x to the 4 is equal to e to the power of x to the 4 divided by 4 times x to the power of 3 plus c

You helped me starting all the way back from when I was in algebra 1. I know you won't see this but I wanted to say thank you. You helped me get to calculus in my junior year of high school.

watching before my test at 8 pm, wish me luck🤭

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Not me watching this an 1 hour before my quiz

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Imagine Bro teaching me the whole of Intergration in one day. Thanks bro!!!!!!!!

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I can solve these in about 10 seconds by looking at them I wish I was this good when I was doing my A Levels

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Helped me out in High school and still helping me now in Calc 2 in University. You're the Goat.

Amazing

The derivative of cos is -sin
Somebody tell me why he didn't include the negative

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Did he forget to take the integral of U on number two?

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someone pls help me at the 9.45 part of this vid, 1/U square is the same " ln" square, i dont understand why he didnt do that

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are x and 3x the same degree? 3x is under a sqrt, wouldn’t that be 3x^1/2?

No advanced teaching! The exam is different

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only vid that helped me understand (my calculus is pretty weak). tomorrow is my integration test lol! ur saving lives