Area between curves | Applications of definite integrals | AP Calculus AB | Khan Academy

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By integrating the difference of two functions, you can find the area between them. Created by Sal Khan.
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[@deffy4]

I am so lucky to live in a time where I have free, easy access to all of this

[@namoongamainza6635]

I love the fact that your lessons are shot

[@MasiKarimi]

Thanks for the info!
Really appreciate it!
Awesome teaching!

[@swathiraja6364]

Thank you... Thanks a lot... Tht concept when area up n below axis literally ate me up... Thank u so much khan academy!!!

[@veraharen]

Very good, thank you!!!!!

[@caio-jl6qw]

awesome lesson !

[@ChocolateMilk19]

Thank you!!

[@kubaissen]

what mean abf section? and d is from an air

[@senior24-]

alhamdu lilah i found you sir!

[@esratjahanrabeya5777]

Awesome

[@rabidfrog4980]

wow🤩😱

[@saidahmedusmanali4132]

Is it possible to calculate from a to b ???????????

[@mirknankazmzad8517]

Best!

[@hasoosi7]

THABK YOUUUUUUUU

[@m2tdev]

finally found something useful

[@sirjain4408]

ikr

[@gabrielbarriagalland9251]

Is this for any f and g or only when f(x) >= g(x) in some interval ?

[@abdallababikir9154]

If it flips midway and g(x) becomes>f(x), you need to split the integral into two and evaluate. The second half will be g(x)-f(x).

[@NewWesternFront]

it's for any f and g that are properties of ligma

[@mahrnoor9194]

Area can't be negative so it doesn't matter what's larger, ur final answer should just be written in positive, just watch out for the limits you use.

[@danielboodhoo1541]

why so repeative....

[@ICEQUEEN_HAZEL]

well cuz you learn things by practicing, which is doing something repeatedly

[@leash9487]

This guys is the most boring pwrson to listen too