Given line integral problem is in the form of Mdx+Ndy and the region bounded by the curves Y =2 X, Y is equal to zero X equal to 1 so this region is a closed triangle region, so in the line integral when the curve is closed we can apply Green's theorem by greens theorem we have ( relation between line integral and double integral) now you observe the given one is in the form of Mdx+Ndx can be transfer to double integral as dow N by dow x is equal to 6 x And dow m by dow Y is X now we have to take X limit from 0 to 1 and Y limit from 0 to 2 x then you will get answer 10 /3
Your explanation pin to pin highlighte sar thankyou so much 😊
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Excellent sir 👍 i am really cleared in this theorem sir and u are not confused and neat cleaned full explained in easy method thank you sir 💯✅👏
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the way u explained about the limits finding part was excellent. Thank you Sir.
Thank you
Confused in graph direction but u clarified thank u sir for saying to take it anticlock wise
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This was the only Question I was looking for several hours and you made it clear...
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Thanks a lot sir...this is so Amazing video clears my whole dought on greens problems 🥰
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Well explained! And the ans for the other question is option c
Good job , Happy to help you, keep learning you can find more problems in the playlist
What a wonderful ✨😍✨😍way of explaining , thanx a lot sir
Tqu so much sir it is very helpful 😇
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Really the best explanation sir thanks.
@aeryl vales. Thank you🙏💕,
Please do the task, and tell me answer,
A option
@@TEAMEDUCATIONMATHEMATICS and sir please can u rectify this question .
Line integral (xy +2)dx +(3x^2+y) dy bounded by y=2x, y=0 and x=1
Given line integral problem is in the form of Mdx+Ndy and the region bounded by the curves Y =2 X, Y is equal to zero
X equal to 1 so this region is a closed triangle region, so in the line integral when the curve is closed
we can apply Green's theorem by greens theorem we have ( relation between line integral and double integral) now you observe the given one is in the form of Mdx+Ndx can be transfer to double integral as dow N by dow x is equal to 6 x
And dow m by dow Y is X
now we have to take X limit from 0 to 1 and Y limit from 0 to 2 x then you will get answer 10 /3
Correct answer, good going
lago rho bhai accha he 🫶🏻🤜🏻
Great Explanation sir
Thank you
Great explanation sir
Thank you Nandini
c is correct answer for mcq
tq sir, good explanation
Thank you
Thank you soo much sir.....
4:14 Sir what if we do clockwise then in that case will it correct
Of course but you will get negative values finally you take positive quantity
Thank you soo much sir
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Well explained sir🙏
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Answer is c
Answer is option C sir
Nicely explained
Thanks
Thank you so much ❤️
18:53 doubt
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Ans is option a
Sir miru chapina question ki c is the region by y=x and y=x square graph please
Another Problem I have explained bounded by the region y=X and y=X^2 please check
@@TEAMEDUCATIONMATHEMATICS thanku sir
Sir you have not given link of 7th chapter of special functions in description, plz sir I need it
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Ans =(-1/6) (c)
Sir if we keep question we can get answer
Answer c
Correct
option b 1/3 sir
Sir -1/6
Sir how dy =-dx
We have y=1-x, , then dy=-dx
Correct
I got 5/6
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sir thanks for ur help alot for us , one thing that i have exam and there is same problem but the region is x=0,y=0 and x+y=1?
can u hlpe me in this .
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