(A calculator is allowed for this problem) The curve illustrated below is drawn in the xy-plane and is described by the equation in polar coordinates r = 0 + cos(20) for 0≤0≤ πT, where r is measured I meters and e is measured in radians. ㄢ 51/6 5 4 (a) Find the area bounded by the curve and the x-axis. (3pts) (b) Find the angle that corresponds on the curve with x-coordinate x=-3. (2pts) Π (c) For == <0< 5π dr 12 ' ᏧᎾ say about the curve? (2pts) is negative. What does this fact say about r? What does this fact Π (d) Find the value of in the interval 0≤0≤ that corresponds to the point on the curve in the first quadrant with greatest distance from the origin. Justify your answer. (2pts)
(A calculator is allowed for this problem) The curve illustrated below is drawn in the xy-plane and is described by the equation in polar coordinates r = 0 + cos(20) for 0≤0≤ πT, where r is measured I meters and e is measured in radians. ㄢ 51/6 5 4 (a) Find the area bounded by the curve and the x-axis. (3pts) (b) Find the angle that corresponds on the curve with x-coordinate x=-3. (2pts) Π (c) For == <0< 5π dr 12 ' ᏧᎾ say about the curve? (2pts) is negative. What does this fact say about r? What does this fact Π (d) Find the value of in the interval 0≤0≤ that corresponds to the point on the curve in the first quadrant with greatest distance from the origin. Justify your answer. (2pts)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 59E
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Please please be thorough. Double check your work and the questions!! Please complete the first three parts (A-C) THANK YOU!
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