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13 Nov 2019
need help with question 12
Convert from polar to rectangular and identify the curve. sin θ 2 cos θ 12. Identify and graph the curve. Then find the rectangular equation of the tangent line to the curve at r=-12-_ 5 sin θ 13. Find the area inside the polar graph: sin θ , 0 θ Ï 14. Find the points of intersection of the two curves, then find the area common to the interiors of the two curves r cos
need help with question 12
Convert from polar to rectangular and identify the curve. sin θ 2 cos θ 12. Identify and graph the curve. Then find the rectangular equation of the tangent line to the curve at r=-12-_ 5 sin θ 13. Find the area inside the polar graph: sin θ , 0 θ Ï 14. Find the points of intersection of the two curves, then find the area common to the interiors of the two curves r cos
Tod ThielLv2
7 Jul 2019