Find a parameterization for the line segment joining points (0,3) and (12,0) using the angle 0 in the figure to the right as the parameter. Find parametric equations for the particle's motion along the line segment joining points (0,3) and (12,0), not including these points. Find the parameter interval for the motion of the particle.

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Topics In Analytic Geometry
Section6.6: Parametric Equations
Problem 96E
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20. Please help me answer this calculus question.

Find a parameterization for the line segment joining points (0,3) and (12,0) using the angle 0 in the figure to the right as the parameter.
(r. y)
12
Find parametric equations for the particle's motion along the line segment joining points (0,3) and (12,0), not including these points.
y =
Find the parameter interval for the motion of the particle.
O A.
and if 0 =
2"
元
then x= 12 and y = 0
2'
O B.
TC
OC.
and if 0 =
2
元
then x 12 and y = 3
2
0se<-
O D.
0se<5, and if e =
元
then x=0 and y= 3
2'
2'
Transcribed Image Text:Find a parameterization for the line segment joining points (0,3) and (12,0) using the angle 0 in the figure to the right as the parameter. (r. y) 12 Find parametric equations for the particle's motion along the line segment joining points (0,3) and (12,0), not including these points. y = Find the parameter interval for the motion of the particle. O A. and if 0 = 2" 元 then x= 12 and y = 0 2' O B. TC OC. and if 0 = 2 元 then x 12 and y = 3 2 0se<- O D. 0se<5, and if e = 元 then x=0 and y= 3 2' 2'
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