L, where 2. The length of the path described by the parametric equations x=- Osisl, is given by and y = a. b. SVF +i dt c. d. V4+r" de е.

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Topics In Analytic Geometry
Section6.6: Parametric Equations
Problem 1ECP: Sketch and describe the orientation of the curve given by the parametric equations...
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2. The length of the path described by the parametric equations x = and y =r, where
Osis1, is given by
a.
b. VF +i dt
C.
V4+r° dt
d.
V4 +9 dt
е.
© 2021, James West
3. The length of the curve determined by the equations x = t° and y =t from t= 0 to t=4
is
a.
b. 2[ VF +1 dt
c. V2r +1 dt
d. Var +1 dt
27 V4r +1 dt
е.
Transcribed Image Text:2. The length of the path described by the parametric equations x = and y =r, where Osis1, is given by a. b. VF +i dt C. V4+r° dt d. V4 +9 dt е. © 2021, James West 3. The length of the curve determined by the equations x = t° and y =t from t= 0 to t=4 is a. b. 2[ VF +1 dt c. V2r +1 dt d. Var +1 dt 27 V4r +1 dt е.
5. Express the curve by an equation in x and y.
x(t) = 2– sin(t)
y(t) = cos(t)
а. (х- 2)* + у? %3D1
b. x' +(y- 2) = 1
c. x + y = 4
d. x+ y =2
||
2
с.
Transcribed Image Text:5. Express the curve by an equation in x and y. x(t) = 2– sin(t) y(t) = cos(t) а. (х- 2)* + у? %3D1 b. x' +(y- 2) = 1 c. x + y = 4 d. x+ y =2 || 2 с.
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