The limits in terms of the polar co-ordinate system (r, θ) for the integral I = \int_{0}^{2} \int_{y}^{2} \, dx \, dy are _______________.

Question

The limits in terms of the polar co-ordinate system (r, θ) for the integral    I = \int_{0}^{2} \int_{y}^{2} \, dx \, dy   are _______________.

Answer

r = 0 \ to \ 2\ sec \, 	heta\, \quad 	heta = 0 \; to \ 2\pi

Answer

r = 0 \ to \ 2\ sec \, 	heta\, \quad 	heta = 0 \; to \ \frac{\pi}{4}

Answer

r = 0 \ to \ 2\ cosec \, 	heta\, \quad 	heta = 0 \; to \ \frac{\pi}{2}

Answer

r = 0 \ to \ 2\ cosec \, 	heta\, \quad 	heta = 0 \; to \ \frac{\pi}{4}

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