yeah you changed the order it's pretty good but i had query on y limits after changing to 0 to 2 .How you consider y upper limit as 2 can you explain?Please
The intersection point of the boundaries for x and y are (0,0) and (1,2). If you write an integral that goes dydx, the outer bounds will be x=0 and x=1. If you write an integral that goes dxdy, the outer bounds will be y=0 and y=2. Hope this helps!
@@turksvids yes that’s what I meant! Thanks. So for this problem you are dividing both sides by 2, what about another problem with something different? Such as I know the reverse of root y is x^2 but I am lost as how you would get that.
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this help me after 11 years thank you bro you save me a day before the exam Appreciated
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Happy to help!
love your explains it makes me understand super easily about reversing order of integration
yeah you changed the order it's pretty good but i had query on y limits after changing to 0 to 2 .How you consider y upper limit as 2 can you explain?Please
The intersection point of the boundaries for x and y are (0,0) and (1,2). If you write an integral that goes dydx, the outer bounds will be x=0 and x=1. If you write an integral that goes dxdy, the outer bounds will be y=0 and y=2. Hope this helps!
thank you
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I remember i lost 8 marks on my semester test because of this kind o question😢...but am excited to find the question again
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I found this video a lot easier to understand than my school classes and the video isn't even in my language lol
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Thanks ...nice explanation ❤
You are welcome! Thanks for checking out the video!
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Yes brilliant explanation!
Can you explain how y=2x becomes X=y/2? Only part that confuses me
Not sure if this is what you mean, but I actually just took the original and divided both sides by 2. Hope that helps!
@@turksvids yes that’s what I meant! Thanks.
So for this problem you are dividing both sides by 2, what about another problem with something different?
Such as I know the reverse of root y is x^2 but I am lost as how you would get that.
very good explain
Thank you so much.. Helps alot
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Thanks! Glad it was helpful.
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