Find the tangential component aT of the acceleration vector of a particle moving in the plane with position function r(t) (18t – 6t*) i+ 18t² j. 1. aT 18t 2. ат — 36t 3. ат — —36t 4. aT = 18 – 18t2 5. ат -36t + 36

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 30E
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Question
Find the tangential component af of the
acceleration vector of a particle moving in the
plane with position function
r(t)
(18t – 6t³) i + 18t² j.
1. ат — 18t
2. ат — 36t
3. ат —
-36t
4. aT = 18 – 18t2
5. ат —
-36t + 36
Transcribed Image Text:Find the tangential component af of the acceleration vector of a particle moving in the plane with position function r(t) (18t – 6t³) i + 18t² j. 1. ат — 18t 2. ат — 36t 3. ат — -36t 4. aT = 18 – 18t2 5. ат — -36t + 36
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