Given velocity v(t)=(t/(sqrt(t+7))i + (1/(1+t))j + (e^(-t))k a particle passes through the point P(5, 4, -2) at time t=3, how do you set up the parametric equations of its motion? AA The parametric equations of its motion are:|(input a number from below)Ox - 5 + .v- 4 + .2 - 5+ et@x = 1 + VP+7, y= In (*1) + 4.(1) x = 5 + -t, y = 4 +(2+ 4, z = - e- + e-3 - 24:= 5(3) x = 5 +y = 4 +z = - 2 + te-tVE?+7t + 14) The answer is not given.

Answered: Image /qna-images/answer/ca97d8c8-62d2-4806-a28f-8ff239773c62.jpg

A The parametric equations of its motion are: |(input a number from below) Ox = 5 + .v- 4 + - 5 + e"t Ox - 1 + V* +7, y- In (1) + 4. z - -e" + e - 2 = 5 + 1) x = 5 + t, y = 4 + x = 1 + vt +7, y= In + 4, z = - e- + e-3 - 2 4 (3). y = 4 + z = - 2 + te-t Vt?+7 t + 1 The answer is not given.

A The parametric equations of its motion are: |(input a number from below) Ox = 5 + .v- 4 + - 5 + e"t Ox - 1 + V* +7, y- In (1) + 4. z - -e" + e - 2 = 5 + 1) x = 5 + t, y = 4 + x = 1 + vt +7, y= In + 4, z = - e- + e-3 - 2 4 (3). y = 4 + z = - 2 + te-t Vt?+7 t + 1 The answer is not given.

Algebra and Trigonometry (MindTap Course List)

4th Edition

ISBN:9781305071742

Author:James Stewart, Lothar Redlin, Saleem Watson

Publisher:James Stewart, Lothar Redlin, Saleem Watson

Chapter8: Polar Coordinates And Parametric Equations

Section8.CT: Chapter Test

Problem 8CT

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Question

Given velocity v(t)=(t/(sqrt(t+7))i + (1/(1+t))j + (e^(-t))k a particle passes through the point P(5, 4, -2) at time t=3, how do you set up the parametric equations of its motion?

A
A The parametric equations of its motion are:
|(input a number from below)
Ox - 5 + .v- 4 + .2 - 5+ et
@x = 1 + VP+7, y= In (*1) + 4.
(1) x = 5 + -t, y = 4 +
(2
+ 4, z = - e- + e-3 - 2
4
:= 5
(3) x = 5 +
y = 4 +
z = - 2 + te-t
VE?+7
t + 1
4) The answer is not given.

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