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Kinematics

chaptermedium98 MCQ

Motion in a straight line and in a plane, relative velocity and projectiles.

Practice 10 questionsBack to syllabus~15 min · 98 questions in the bank

What is Kinematics?

Description of motion through position, displacement, velocity and acceleration, without reference to forces

Key formula / rule: Equations of motion

Key points

  • Use the equations of motion and read velocity-time and position-time graphs by slope and area

Common exam trap

Using v = u + at when acceleration varies

Definitions

Name

Kinematics

Definition

Description of motion through position, displacement, velocity and acceleration, without reference to forces

Name

Key idea

Definition

On a velocity-time graph the slope is acceleration and the area is displacement; on a position-time graph the slope is velocity

Name

Exam insight

Definition

Graph questions are solved by slope-and-area reasoning alone; relative velocity uses vAB = vA - vB

Name

Worked example

Definition

From rest with a = 2 m/s2 for 5 s: v = u + at = 10 m/s, s = ut + (1/2)at2 = 25 m (triangle area on the v-t graph)

Learning objectives

  • Use the equations of motion and read velocity-time and position-time graphs by slope and area

Formulae

Name

Equations of motion

Expression

v = u + a t; s = u t + (1/2) a t2; v2 = u2 + 2 a s

Name

Relative velocity

Expression

vAB = vA - vB

Common mistakes

  • Using v = u + at when acceleration varies

  • Confusing average velocity with average speed

Keywords

  • kinematics

  • displacement

  • velocity

  • acceleration

  • velocity time graph

  • slope

  • area

  • straight line motion