Let the position vector of a particle be given as r(t) = [et sint, et cost]. Find the tangential and normal components ar and an to the acceleration vector a. A) at B) ar == -√2et, aN = 0 1, an = 1 √zet, a = -√√2et = c) ar = D) ar = 0, a = √2et|

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Let the position vector of a particle be given as
r(t) = [et sint, et cost].
Find the tangential and normal components
ar and an to the acceleration vector a.
A) at -√zet, an
B) ат
= 1, a = 1
C) at
D) at = = an
0, aN = √2e¹|
=
=
= 0
√zet, a = -√2et
Transcribed Image Text:Let the position vector of a particle be given as r(t) = [et sint, et cost]. Find the tangential and normal components ar and an to the acceleration vector a. A) at -√zet, an B) ат = 1, a = 1 C) at D) at = = an 0, aN = √2e¹| = = = 0 √zet, a = -√2et
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