cos( (a) Evaluate the integral Sp FdA where F(r, y) = and D is the triangle with vertices (0,0), (1,0) and (0, 1). %3D (b) Evaluate the integral: ry*dxdy by separation of variables. (c) Evaluate the integral ſ Sp V² + y²dA where D is the circle at the origin of radius 6, by converting to polar coordinates.

Q: tegral by transforming to polar coordinates.

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Q: rm (r, "/3) fron polar into rectangula Iorm any posit radius

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Q: QI) Evaluate the integral dy dx using polar coordinate

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Q: Q4) Find plane area inside polar function r = 2 and outside polar function r = -2sine in third…

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Q: Q4) Find plane area inside the polar function r = 2 and outside polar function 2 cos (-) in third…

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Q: 3t and y = 1+r 3t Convert the parametric equations to polar form, sketch the graph and find Let x =…

A: Given x=3t1+t3 and y=3t21+t3