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9. In the diagram to the right, label each circle with the letter of the parametric curve that matches it, and draw an arrow on each circle to indicate its orientation. Note that two of the parametric equations will not match any circle. (3+ sin t)i + (3+ cos t)j = (3+ cos t)i + (-3+sint)k = (3+ cos t)j + (3+sin t)k (3+ cos t)i+ (3 + sin t)k 37 + costj – sin tk cos ti + 33 + sintk (a) F(t) (b) r(t) (c) F(t) COS (d) F(t) (e) r(t) (f) F(t)

9. In the diagram to the right, label each circle with the letter of the parametric curve that matches it, and draw an arrow on each circle to indicate its orientation. Note that two of the parametric equations will not match any circle. (3+ sin t)i + (3+ cos t)j = (3+ cos t)i + (-3+sint)k = (3+ cos t)j + (3+sin t)k (3+ cos t)i+ (3 + sin t)k 37 + costj – sin tk cos ti + 33 + sintk (a) F(t) (b) r(t) (c) F(t) COS (d) F(t) (e) r(t) (f) F(t)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.4: Plane Curves And Parametric Equations
Problem 53E
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9. In the diagram to the right, label each circle with the letter of the parametric curve that matches it, and draw an arrow on each circle to indicate its orientation. Note that two of the parametric equations will not match any circle. (3 + sin t)i + (3 + cos t)j (3+ cos t)i + (-3+ sin t)k (3+ cos t)j + (3+ sin t)k (3+ cos t)i+ (3 + sin t)k 37 + cost3 – sin tk cos ti + 33 + sintk (a) F(t) (b) 7(t) (c) F(t) (d) r(t) (e) r(t) (f) r(t)
Transcribed Image Text:9. In the diagram to the right, label each circle with the letter of the parametric curve that matches it, and draw an arrow on each circle to indicate its orientation. Note that two of the parametric equations will not match any circle. (3 + sin t)i + (3 + cos t)j (3+ cos t)i + (-3+ sin t)k (3+ cos t)j + (3+ sin t)k (3+ cos t)i+ (3 + sin t)k 37 + cost3 – sin tk cos ti + 33 + sintk (a) F(t) (b) 7(t) (c) F(t) (d) r(t) (e) r(t) (f) r(t)
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