INTEGRAL CALCULUS – CARTISIAN CORDINATE INTO POLAR CORDINATE IIT JAM NOTES

INTEGRAL CALCULUS NOTES WITH PRACTICE QUESTIONS – CHANGE CARTISIAN CORDINATE INTO POLAR CORDINATE

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.

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CHANGE CARTISIAN CORDINATE INTO POLAR CORDINATE

Let P(x,y) are the cartisian coordinate then P (r,θ) are called polar coordinate, then

where x = r cos θ, y = r sin θ and dxdy = rdrdθ

Question 1)

Solution –

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Answer in comment section –

Question 2)

Question 3)

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Question 4)

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