Use algebraic methods to find as many intersection points of the following curves as possible. Use graphical methods to identify the remaining intersection points. r= 8 sin 0 andr= 8 cos 0

Q: Analyze the following equation and graph it. r(9 + 3 sin 0) = 18

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Q: 3. Trace the curve: r = 2+3 cos 0.

A: Given that we need to trace the curve  r = 2 + 3 cos theta  Now,

Q: 5. 1 Let sinx and x in an angle in quadrant III . а. 2+0 Find sin(2x),cos(2x) and tan(2x). b.…

A: As all the subparts are different and we are entitled to solve only one question at a time. So,…

Q: Find a rectangular form of the equation. r = tan 0 ? +y? = .2 %3D

A: Please refer the attached image for complete Solution.

Q: Graph the following curve. Find its length.  r= cos2( theta/2

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Q: Find all intersection points between r = –sin 0 and r = v = V3 cos e.

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Q: Find the unknown side length. Then find sin x and cos x.

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Q: Find the angle of intersection of the following curves r=a(1+sinθ) and r=a(1-sinθ).

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