Change of order of Integration in Hindi | double integral | Multiple integral | part 13 |Barun maths
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- čas přidán 28. 05. 2022
- Change of order of integration part 14
Part 14 • Change of order of Int...
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This video lecture Change of order of Integration in Hindi, double integral, Multiple integral will help Engineering and Basic Science students to understand following topic of of Mathematics:
1. Why we Change Order Of Integration
2. How to Change Order Of Integration in Cartesian Coordinates
3. important points for change of order of integration
#ChangeoforderofIntegrationinHindi #doubleintegral #Multipleintegral #BarunSir
This Concept is very important in Engineering and Basic Science Students. This video is very useful for B.Sc.,B.Tech students also preparing GATE .
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Thank u sir ❤
Sir aapke channel ke samne bade bade youtube channel fail hai i did changed many youtube channel for it but your concept so easily and understand in look one video you are a lot of thanks 🙏🏻🙏🏻
And I will share do to other this channel
Thank you so much dear for your lovely comments,
Thanku So Much Sir 😇😇😇
thank u sir, boht saare videos dekhe iss topic mein, aapne clear kiya
Thank you Vaishnavi for your lovely comments, please share it with your friends and keep watching
Clear hai sir,,thankyou sir 🙏
Welcome Kunti, please share it with your friends
Thank you so much 🙏 sir
Welcome Nikita, please share it with your friends
THANKS FOR THE VERY HELPFULL VIDEO GOOD GOING SIR👍🙏
Welcome Jay,please share it with your friends
Welcome Jay,please share it with your friends
Great Explanation Sir 🥰🥰
Welcome dear 👍
Thankx sir
Welcome dear 👍
sir is it necessary to take only +ve value while solving from walli's fromula
Yes
Mast sir 😊😊
Thank you Satish, please share it with your friends
Sir what if there is a question with same limits but derivative is like (x²+y²)dy.dx instead of y²dy.dx
Will the chsnge of order for this question 👆 also be the same or will the order vary
Sir aapka hi video dekh kar exm preparation kar raha hu
Thik hy, kuchh problem ho to batana, please share it with your friends also
Sir after watching your video I cleared my doubt....Thank u sir for the explanation....Sir can u solve this problem: Evaluate double integration -2 to 2 and 0 to ( square under root 4-x^2) by changing it's order of integration
Thank you dear for your lovely comments ,please share it with your friends
After watching your videos sir then cleared my dout