4tA particle undergoing straight line motion has velocity v =(t² + 1)²where the distance is measured in meters.a. What is the initial velocity?b. Describe the velocity as t→∞0.c. Find the position of the particle when t = 2 if initially the particleis at the origin.d. Describe what happens to the particle as t→∞0.after t seconds,

given velocity of the particle v=4tt2+12 where 't' is in seconds

after t seconds. A particle undergoing straight line motion has velocity v = (t²+1)² where the distance is measured in meters. a. What is the initial velocity? b. Describe the velocity as t → ∞. c. Find the position of the particle when t = 2 if initially the particle is at the origin. d. Describe what happens to the particle as t→∞0.

after t seconds. A particle undergoing straight line motion has velocity v = (t²+1)² where the distance is measured in meters. a. What is the initial velocity? b. Describe the velocity as t → ∞. c. Find the position of the particle when t = 2 if initially the particle is at the origin. d. Describe what happens to the particle as t→∞0.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter2: Equations And Inequalities

Section2.7: More On Inequalities

Problem 44E

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