Absolute Value Integrals

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In this video I explained how to integrate a function with argument containing absolute values.
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Gracias Sir.
I am engenier and I enyoy a lot with your videos.

RicardoPerez-zcej
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Thank you for such a thorough, clear explanation. I am taking AP Calculus BC as a rising Junior and this was very helpful. Have a great day!

jhbryann
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Engineer student here, you saved my life i have my calculus exam tomorrow

Michael-dhwf
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Bruh u do math in a natural way
Thanks a ton

mahmudvlogs
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Those who stop learning have stopped living 😍😍

Hey from Halabja Kurdistan n plz keep up that good job sir

fenkabdulqadr
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Thanks a lot . I was struggling doing this type of intregrals . You made my day !!! Best of luck

herayusuf
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Your videos have helped me gain confidence in calculus

KBM
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Sir, I am very thankful for the incredibly clear and logical explanations of the concepts. So many instructors prefer a muscle memory approach. This method makes it easier to apply the information.

wristocrat
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I LOVE YOUR HAT. THIS VIDEO WAS SO AWESOME AND EDUCATIONAL. THANK YOU

danielgresham
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I was hoping this was going to be shown in the "long way", however the first part of splitting the equation into 2 individual equations with individual bounds helped answer my question and got you a like.

RedManE
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Subscribed + liked because u really deserve great video sir

garygaza
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Hi Mr, thank you from Papua new Guinea 🇵🇬

ThomasJika-tm
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you just made my day from your smiling🌼

terminator.co-
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Thanx a lot Sir☺i am happy to have found this video after seaching for it for quite some time🙂Bravo!!

anonymous
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Thank you very much for your instructive video ❤

Senn_S
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there is 2 mistakes done in equation 2 and 3:
in equ 2: x cannot be 0, so the condition should be x>0
in equ 3: x cannnot be 1, so the condition should be x>1

afifamyouni
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Nice video brother. But the last 2 maths you showed were wrong. Because the functions are not even continuous over the concerned intervals. So they are not integrable and the fundamental theorem of calculus doesn’t apply here. Other than that, your handwriting on the blackboard was very satisfying and the method of evaluating the integrals you showed is gonna help me a lot. Thanks.

rihamission
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Really you are a good teacher. ❤ you from India.

spdas
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This was insightful, thank you so much sir

MeshackNathan
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Highly appreciate excellent explanation. By rhe way, it will be better all math problems to be linked with real world stuff or real-life applications

JAMESYUN-et