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(32) is not a representation of the point (4,) in polar coordinates. -(33) is the polar equation which has a graph of a limacon that has an interior loop. -(34) is the polar equation which has a graph symmetric to the origin. -(35) is the slope of the tangent line at any point on the curve r = 2 cos 0. I. (4 -4) 117 13T а.| 4, 6 f. b. r = 1+1 cos 0 g. r = cos 20 h. r = 1- 2cos 0 c. r = 2 sin 0 a (-4) i. - cot 20 6. e. x = 1 – 3t, y = 4 – 2t, z = 3 – 8t j. -00

(32) is not a representation of the point (4,) in polar coordinates. -(33) is the polar equation which has a graph of a limacon that has an interior loop. -(34) is the polar equation which has a graph symmetric to the origin. -(35) is the slope of the tangent line at any point on the curve r = 2 cos 0. I. (4 -4) 117 13T а.| 4, 6 f. b. r = 1+1 cos 0 g. r = cos 20 h. r = 1- 2cos 0 c. r = 2 sin 0 a (-4) i. - cot 20 6. e. x = 1 – 3t, y = 4 – 2t, z = 3 – 8t j. -00

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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(32) is not a representation of the point (4, =) in polar coordinates. -(33) is the polar equation which has a graph of a limacon that has an interior loop. -(34) is the polar equation which has a graph symmetric to the origin. -(35) is the slope of the tangent line at any point on the curve r = 2 cos 0. I. 137 a. ( 4, 6. b. r = 1+1 cos 0 (4-4) 117 f. 6 g. r = cos 20 h. r = 1-2 cos 0 c. r = 2 sin 0 77 d. i. – cot 20 6 e. x = 1 – 3t, y = 4 – 2t, z = 3 – 8t j. -0
Transcribed Image Text:(32) is not a representation of the point (4, =) in polar coordinates. -(33) is the polar equation which has a graph of a limacon that has an interior loop. -(34) is the polar equation which has a graph symmetric to the origin. -(35) is the slope of the tangent line at any point on the curve r = 2 cos 0. I. 137 a. ( 4, 6. b. r = 1+1 cos 0 (4-4) 117 f. 6 g. r = cos 20 h. r = 1-2 cos 0 c. r = 2 sin 0 77 d. i. – cot 20 6 e. x = 1 – 3t, y = 4 – 2t, z = 3 – 8t j. -0
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