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Forces and their interactions
This topic establishes force as a vector, separates contact and non-contact interactions, and prepares students to resolve and interpret resultant forces.
43
Objectives
215
Flashcards
215
Questions
90 min
Study time
AQAGCSEPhysicsForces
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43 objective pages available
Scalar and vector quantities10 objectives
- Define a scalar quantity as a quantity with magnitude only.
- Define a vector quantity as a quantity with magnitude and direction.
- Identify distance, speed, time, mass, energy and temperature as scalar quantities in GCSE contexts.
- Identify displacement, velocity, acceleration, force, weight and momentum as vector quantities in GCSE contexts.
- Distinguish speed from velocity using direction.
- Distinguish distance from displacement using direction.
- Explain why force must be treated as a vector quantity.
- Use arrows to represent vector quantities in simple diagrams.
- Interpret vector arrows in terms of direction and relative size.
- Avoid adding scalar and vector quantities as if they were the same type of quantity.
Contact and non-contact forces10 objectives
- Describe a force as a push or pull that arises from an interaction between objects.
- Explain that forces can change the shape or motion of an object.
- Identify friction, air resistance, tension and normal contact force as contact forces.
- Identify gravitational, electrostatic and magnetic forces as non-contact forces.
- Distinguish contact forces from non-contact forces using whether objects must touch.
- Explain that non-contact forces can act through a field.
- Describe examples of force pairs acting between two interacting objects.
- Use force diagrams to show the forces acting on a single object.
- Label force arrows with the type of force and direction.
- Avoid confusing the object exerting a force with the object experiencing the force.
Gravity and weight12 objectives
- Define weight as the force acting on an object due to gravity.
- State that weight is a vector quantity measured in newtons.
- State that mass is a scalar quantity measured in kilograms.
- Distinguish mass from weight in physical explanations.
- State that weight acts through the centre of mass of an object.
- State that gravitational field strength is measured in newtons per kilogram.
- Use the equation weight = mass x gravitational field strength.
- Calculate weight from mass and gravitational field strength.
- Calculate mass from weight and gravitational field strength.
- Explain why an object's weight can change while its mass remains the same.
- Interpret gravitational field strength as force per kilogram.
- Apply MS 3b and MS 3c skills when rearranging and using W = mg.
Resultant forces11 objectives
- Define resultant force as the single force that has the same effect as all the forces acting on an object.
- Calculate resultant force for forces acting in the same direction.
- Calculate resultant force for forces acting in opposite directions.
- Determine the direction of the resultant force from a force diagram.
- State that balanced forces have a resultant force of zero.
- State that unbalanced forces have a non-zero resultant force.
- Explain that a non-zero resultant force can change an object's motion.
- Interpret simple free-body diagrams showing forces on one object.
- Draw force arrows to scale in simple one-dimensional force diagrams.
- Explain why an object can move at constant velocity when resultant force is zero.
- Apply vector reasoning when combining forces along a straight line.
Key terms
Scalar QuantityMagnitudeVector QuantityDisplacementSpeedVelocityVector quantityDirectionVector arrowRelative magnitudescalar quantityvector quantity
Exam tips
- Understand Scalars: Remember that scalar quantities only have magnitude. Focus on identifying examples like distance and speed.
- Understand Vector Quantities: Use the named force or motion quantity when you always remember that vector quantities have both magnitude and direction. When defining a vector, include both aspects in your answer. Link your answer to Scalar and vector quantities and keep scalar and vector quantities separate.
Common mistakes
- Confusing Scalars and Vectors: Remember that scalar quantities have magnitude only, while vector quantities have both magnitude and direction. Focus on the definitions and examples of each type.
- Confusing Vector and Scalar Definitions: Emphasize that a vector quantity must include both magnitude and direction in its definition.
Practice preview
- Which option best applies scalar for Scalar and vector quantities in AQA GCSE Physics Forces?
- Which of the following is an example of a scalar quantity?
- Forces and their interactions scenario: a trolley accelerates down a ramp while a timer records motion. Which answer best addresses Scalar and vector quantities and the objective to define a scalar quantity as a quantity with magnitude only?
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