then the / r(t)dt is equal to r(t) = (-2 cos (21), 3 sin (4t), In (2t)), Select one: True where C is a vector constant of integration. False 3 (- sin (2t), -cos (4t), t ln (2t) − t) + C, - Next pags

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 60E
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r(t) = (-2 cos (2t), 3 sin (4t), In (2t)),
then the r(t)dt is equal to
Select one:
True
False
3
(-sin (2t), -cos (4t), t In (2t) - t) + C,
where C is a vector constant of integration.
Next pag
Transcribed Image Text:page r(t) = (-2 cos (2t), 3 sin (4t), In (2t)), then the r(t)dt is equal to Select one: True False 3 (-sin (2t), -cos (4t), t In (2t) - t) + C, where C is a vector constant of integration. Next pag
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