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Calculus and Beyond Homework Help
How to Convert Rectangular Integrals to Polar Coordinates Correctly?
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[QUOTE="andrewkirk, post: 5893296, member: 265790"] Draw a line segment from the origin, at an angle of ##\theta## above the x axis, to the point where it hits the curve. The lower limit for the inner integral is the distance along that segment from the origin (call it O) to the point where the segment hits the vertical line ##x=1## (call that point Q). The upper limit for the inner integral is the distance from O to where the line segment hits the curve. Use geometry to calculate those two lengths as formulas in terms of ##\theta##. [/QUOTE]
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Calculus and Beyond Homework Help
How to Convert Rectangular Integrals to Polar Coordinates Correctly?
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