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πŸ“ Review Of Terminology In Rectilinear Motion

πŸ“– From Calculus β€’ 5. The derivative in graphing and applications β€’ 25 questions available

Practice MCQs for Review Of Terminology In Rectilinear Motion. Test your knowledge with carefully crafted questions across easy, medium, and hard difficulty levels.

πŸ”„ Last updated: 2026-07-15

7
Easy Questions
10
Medium Questions
8
Hard Questions

πŸ“ Sample Questions

Q1. A particle moves along the x‑axis with position function \(s(t)=4t^{2}-3t+2\). What is the particle's instantaneous velocity at \(t=2\) seconds?

πŸ”Ή A. \(4\) m/s
πŸ”Ή B. \(14\) m/s
πŸ”Ή C. \(16\) m/s
πŸ”Ή D. \(10\) m/s

πŸ’‘ Difficulty: easy | βœ… Correct: B

Q2. A particle moves from \(x= -3\)β€―m to \(x=7\)β€―m in 5β€―s. Which quantity represents its average speed?

πŸ”Ή A. \(2\)β€―m/s
πŸ”Ή B. \(1\)β€―m/s
πŸ”Ή C. \(10\)β€―m/s
πŸ”Ή D. \(5\)β€―m/s

πŸ’‘ Difficulty: medium | βœ… Correct: C

Q3. A particle’s position is given by \(x(t)=t^{3}-6t^{2}+9t\). At what time(s) does the particle have zero acceleration?

πŸ”Ή A. \(t=0\) and \(t=2\)
πŸ”Ή B. \(t=1\) and \(t=3\)
πŸ”Ή C. \(t=2\) only
πŸ”Ή D. \(t=0\) only

πŸ’‘ Difficulty: hard | βœ… Correct: A

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πŸ”— Related Topics

πŸ“ Approximating RootsπŸ“ Areas and LimitsπŸ“ Continuity in ApplicationsπŸ“ Continuity of CompositionsπŸ“ Continuity of Inverse Functions
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