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AQA AS Maths: Mechanics

Revision Notes

Home / AS / Maths: Mechanics / AQA / Revision Notes / 1. Mechanics Toolkit / 1.1 Quantities, Units & Modelling / 1.1.4 Types of Force


1.1.4 Types of Force


Types of Force

What is a force?

  • A force is a vector quantity, it has both magnitude and direction
  • A force is a push or a pull on an object
  • A force is measured in Newtons
  • In A level mathematical models, forces act at a single point called a particle which occupies a single point in space

What types of force are used in mechanics?

  • Weight is the effect of mass and gravity, it always acts downwards
  • Tension is a pulling force, it always acts away from an object
  • Thrust is a pushing force, it always acts towards an object
  • Friction is a resistive force, it acts to oppose the motion of an object
  • Every surface will produce a reaction force, it will always act perpendicular to the surface

Mass, Gravity and Weight

  • Mass is a measure of the amount of matter in an object
    • Mass is a scalar quantity, measured in kilograms, kg
    • Mass is universal, it does not change based on location
  • Gravity is the force by which a body (usually a planet or a star) pulls objects towards its centre
    • g is the acceleration due to gravity, measured in  m s-2
    • On Earth, g is approximately 8 m s-2 , although its exact value varies with location
    • g is different elsewhere in the universe
  • Weight is the product of mass and gravity, it is a force measured in Newtons
    • Weight is a vector quantity
    • Weight varies with location
    • Weight always acts vertically downwards towards the ground

1-1-4-types-of-force-diagram-1_1

1-1-4-types-of-force-diagram-1_2

Worked Example

1.1.4_WE_Types of Force_1

The diagram below shows a car towing a trailer by a light inextensible string.

Forces D, R, F and T N act on the car and caravan as shown.

Write a brief description of which each force represents.

1.1.4 Types of Forces Question Solution

Exam Tip

  • There are many phrases/words that can be used implying the types of force
    • Braking – suggests thrust
    • Air resistance – suggests a resistive force
  • Always sketch a diagram and mark the forces on the diagram clearly
    • It will help you understand the problem
    • Add more things to the diagram as you progress through the question
    • You may not even need all the forces from your diagram
  • The value used for g in questions tells you how you should round any answers
    • If g = 9.8 m s-2, use two significant figures
    • If g = 10 m s-2, use one significant figure


  • 1. Mechanics Toolkit
    • 1.1 Quantities, Units & Modelling
      • 1.1.1 Scalars & Vectors
        • 1.1.2 Fundamental Units
          • 1.1.3 Derived Units
            • 1.1.4 Types of Force
              • 1.1.5 Modelling Assumptions
              • 1.2 Working with Vectors
                • 1.2.1 Working with Vectors
              • 2. Kinematics
                • 2.1 Kinematics Graphs
                  • 2.1.1 Displacement-Time Graphs
                    • 2.1.2 Velocity-Time Graphs
                      • 2.1.3 Drawing Travel Graphs
                      • 2.2 Variable Acceleration - 1D
                        • 2.2.1 Using Calculus in 1D
                        • 2.3 Constant Acceleration - 1D
                          • 2.3.1 Deriving the suvat Formulae
                            • 2.3.2 suvat in 1D
                              • 2.3.3 Acceleration due to Gravity
                            • 3. Forces & Newton's Laws
                              • 3.1 Forces
                                • 3.1.1 Force Diagrams
                                  • 3.1.2 Equilibrium in 1D
                                    • 3.1.3 Equilibrium in 2D
                                      • 3.1.4 Forces in 2D - Vector Notation
                                      • 3.2 Newton's Second Law
                                        • 3.2.1 F = ma
                                          • 3.2.2 Connected Bodies - Ropes & Tow Bars
                                            • 3.2.3 Connected Bodies - The Lift Problem
                                              • 3.2.4 Connected Bodies - Pulleys
                                                • 3.2.5 F = ma - Vector Notation


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                                              Author: Amber

                                              Amber gained a first class degree in Mathematics & Meteorology from the University of Reading before training to become a teacher. She is passionate about teaching, having spent 8 years teaching GCSE and A Level Mathematics both in the UK and internationally. Amber loves creating bright and informative resources to help students reach their potential.


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