Match the vector-valued functions (a)–(f) with the space curves (1)–(vi) in Figure 10. (a) r(1) = (t + 15, e0.081 cos t, e0.081 sin t) %3D 25t (b) r(t) = (cos t, sin 1, sin 12t) (c) r(t) = 1, t, 1+1², (d) r(t) = (cos³ 1, sin³ r, sin 2r) (f) r(t) = (cos 1, sin t, cos t sin 121) (e) r(1) = (1, 1², 21) %3D %3D (i) (ii) (iii) (iv)
Match the vector-valued functions (a)–(f) with the space curves (1)–(vi) in Figure 10. (a) r(1) = (t + 15, e0.081 cos t, e0.081 sin t) %3D 25t (b) r(t) = (cos t, sin 1, sin 12t) (c) r(t) = 1, t, 1+1², (d) r(t) = (cos³ 1, sin³ r, sin 2r) (f) r(t) = (cos 1, sin t, cos t sin 121) (e) r(1) = (1, 1², 21) %3D %3D (i) (ii) (iii) (iv)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
Problem 18T
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Could you explain (d) (e) (f) please?
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