Convert the polar equation to a rectangular equation. r= 6 cos e + 5 sin 0 О х2 - у2 - 6х + 5y O x² + y2 = 5x + 6y 6х + 5y - 0 O x2 + y2 = 6x + 5y

Q: Evaluate e-y dy da by converting to polar coordinates.

A: Given: ∫-22∫04-x2e-x2-y2dydx We want to evaluate above integral by using polar coordinates

Q: 45. The rectangular equation x² + y² - 2x=0 written in polar form is r = 2 cos.

A: The rectangular equation is x2+y2-2x=0

Q: Replace the polar equation with an equivalent Cartesian equation. r² = 44r cos 0 (x-22)² + y²-0…

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Q: Convert the equation x' + y' =4y-3x to polar coordinates. Isolate r in your final answer.

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Q: Convert to polar coordinates with r >= 0 and 0° <=u <= 2pi   (2,0)

A: We have the given rectangular co-ordinates as x,y=2,0 We can calculate the Cartesian coordinates x,y…

Q: Replace the polar equation with an equivalent Cartesian equation. r= 40 sin 0

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