If the position vector (with its tail at origin) of a moving particle be t2i -2t + (t² +2t)k. then the velocity of the particle at time t is V = 2tî+21+ (2t+2) k Ov-2tî-21+ (2t+2) & Ov= - 2tî -2f + (2t +2) k Activate W

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 21E
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If the position vector (with its tail at origin) of a moving particle be ř =t2i -2t + (t +2t)R.
then the velocity of the particle at time t is
v = 2tî +27+ (2t+2) k
Ov-2tî-2î+ (2t+2) k
Ov = - 2tî-21 + (2t + 2) k
Activate W
Transcribed Image Text:If the position vector (with its tail at origin) of a moving particle be ř =t2i -2t + (t +2t)R. then the velocity of the particle at time t is v = 2tî +27+ (2t+2) k Ov-2tî-2î+ (2t+2) k Ov = - 2tî-21 + (2t + 2) k Activate W
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