INTEGRAL CALCULUS – DOUBLE INTEGRATION IIT JAM NOTES
INTEGRAL CALCULUS NOTES WITH PRACTICE QUESTIONS – Double Integration
Complete set of notes on Integral Calculus that is exclusively compiled & managed by Dr Gajendra Purohit. To learn the concept in detail – watch. The notes and Solved Examples for IIT JAM Mathematics have been prepared according to the Mathematics exam syllabus.
To Enroll in CSIR NET Mathematics Course – click here
To Enroll in IIT JAM Mathematics Course – click here
To Enroll in GATE Mathematics Course – click here
To Enroll in CUCET (P.G.) Mathematics Course – click here
To Enroll in CSIR NET (General Aptitude) Mathematics Course – click here
For all University Mathematics Course – click here
Double Integration
- If the region A is the area bounded by the curve y = fl(x), y = f2(x) and the coordinate x = a and x = b then
- If the region A is the area bounded by the curve x = gl(y), x = g2(y) and the coordinate y = a and y = b then
- If the region A is the area bounded by the curve x = a, x b and y = c, y = d, then
Question 1)
Solution –
Question 2)
Solution –
To get IIT JAM Previous Year Questions – click here
To get structured IIT JAM mathematics notes – click here Give topicwise IIT JAM mathematics quiz – click here |
Question 3)
Solution –
Watch Now – click here
Answer in comment section –
Question 4)
Question 5)
Question 6)
Question 7)
Question 8)
Thank you for reading, to gain more information about IIT JAM 2023 and learn mathematics and general aptitude from Dr. Gajendra Purohit Sir visit – https://www.youtube.com/c/DrGajendraPurohitMathematics
And for university courses, blogs, quizzes and ask doubts from sir visit – https://www.mathscare.com/
Tag:basis and dimension, basis and dimension of a vector space, linear transformation definition, linear transformation examples solution, linear transformation in linear algebra, linear transformation in vector space, linear transformation matrix, linear transformation of matrix, vector spaces and subspace, vector spaces and subspaces solved example