Match each given vector equation with the corresponding curve. * (t) = (3) 7 - r(t) = sin(t), t 7 7 - 7- 1 - (t) = (t, cos(at), sin(at)) r(t) = (1+t, 3t, -t) ام + رم + 2 = (r(t - 7 2 - (t) = cost) | = cos(t) 1 + sint) (۲) = 2 + 1 + 2 r(t) = (1, cos(t), 2 sin()) (c) حالمة (0) خل 4 0 1.0 (1,0) (0) 1.0
Match each given vector equation with the corresponding curve. * (t) = (3) 7 - r(t) = sin(t), t 7 7 - 7- 1 - (t) = (t, cos(at), sin(at)) r(t) = (1+t, 3t, -t) ام + رم + 2 = (r(t - 7 2 - (t) = cost) | = cos(t) 1 + sint) (۲) = 2 + 1 + 2 r(t) = (1, cos(t), 2 sin()) (c) حالمة (0) خل 4 0 1.0 (1,0) (0) 1.0
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 36E
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Transcribed Image Text:Match each given vector equation with the corresponding curve.
7x r(t)-(2³), )
(sin(t), t)
r(t)-(t, cos(2), sin(2t))
r(t)=(1+t, 3t, -t)
r(t) cos(t) i-cos(t) j+ sin(t) k
r(t) = ²²³1 +²^²y + ºk
r(t) = ²+1+2k
2 r(t)-(1, cos(t), 2 sin(t))
2
7
2
7
?
r(t)
M
(c)
(a)
~~
DOO
(1,0)
of
1,0)
لے
(h)
X**
(d)
(1)
(1,0,0)
(0,0,2)
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