Convert the followig into polar form,  2y=x-x3-xy2

Q: Convert -3-6into Polar form, r (cos(0) ti sin (@); (cos(e) t isin (6))

A: We have to convert the given number into polar form.

Q: 2. Use polar coordinates to evaluate 3 √9-x² -3 0 sin(x² + y²) dydx

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Q: Find three additional polar representations of the point, using -2pi<Ø<2pi (-9, 2pi/3)

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Q: 2. Convert (-V3,) to rectangular form.

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Q: 2. Give 3 other representation of the polar coordinate (changing the sign of r at least once). (2)

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Q: Find the rectangular coordinates ( x y, ) of the point in polar form given by ( -3, -3pi )

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Q: Convert (4, -3) to polar coordinates. Always choose 0 <= theta <= 2pi

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Polynomials

Try substituting 1. You will get 6 and not 0. Try other real values also. What About -2? Let us check.