Suppose that r(u)r(u) is a vector valued function of uu, and suppose dr/du(3)=(0.5933,−0.3068,0.4641).drdu(3)=(0.5933,−0.3068,0.4641). A particle moves in three dimensional space along the reparametrized curve r(u), where u=2t+t^3. What is the speed of the particle at time t=1?
Suppose that r(u)r(u) is a vector valued function of uu, and suppose dr/du(3)=(0.5933,−0.3068,0.4641).drdu(3)=(0.5933,−0.3068,0.4641). A particle moves in three dimensional space along the reparametrized curve r(u), where u=2t+t^3. What is the speed of the particle at time t=1?
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 39RE
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Suppose that r(u)r(u) is a
dr/du(3)=(0.5933,−0.3068,0.4641).drdu(3)=(0.5933,−0.3068,0.4641).
A particle moves in three dimensional space along the reparametrized curve r(u), where u=2t+t^3. What is the speed of the particle at time t=1?
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