Draw the forces first
A force is an interaction that can change motion or shape. A free-body diagram should show the object, labelled force arrows and their directions. Do not draw forces that are not acting.
GCSE Physics resources
AQA GCSE Forces
Forces questions often hide a simple model inside a diagram. Draw the forces, find the resultant, then connect the resultant to the motion or deformation.
Topic overview
Use the resource cards below to revise one idea at a time. Each page includes worked examples, mini quizzes, practice questions, exam language and a visual or simulation when it adds learning value.
Knowledge map
Use this overview to find the part of the topic that needs attention; the focused guides below teach and assess each idea in depth.
A force is an interaction that can change motion or shape. A free-body diagram should show the object, labelled force arrows and their directions. Do not draw forces that are not acting.
A resultant force causes acceleration. If the resultant is zero, the object is stationary or moves at constant velocity. A larger mass needs a larger resultant force for the same acceleration.
The gradient of a distance–time graph gives speed; the gradient of a velocity–time graph gives acceleration. The area under a velocity–time graph gives displacement.
Focused revision
Each guide combines explanation, a diagnostic check, misconception repair, worked examples and exam-style practice.
Choose one object before drawing any arrows. A force arrow identifies an interaction acting on that object, while a motion arrow describes its velocity.
Read the vertical-axis quantity first. A flat distance–time line means rest; a flat velocity–time line can mean steady motion.
A resultant force causes acceleration, rather than being required to maintain velocity. Use the sum of forces in F = ma.
Extension is the change in length. A force–extension graph tells you whether proportionality holds, while unloading tells you whether deformation is reversible.
Turning effects depend on the perpendicular distance from a pivot. This focused guide develops moments, balanced levers and gears; the linked fluid guide teaches pressure and upthrust separately.
Use a direction convention for momentum. Conservation concerns a system, while a stopping-time calculation gives an average interaction force.
Read the bottom of the spring or hanger against a fixed ruler. Subtract its unloaded position from each loaded position to obtain extension.
The accelerating system includes the trolley and hanging masses. Adding mass to the hanger alone changes both force and total mass, spoiling a force-only test.
Stopping distance has a reaction stage and a braking stage. Different factors affect each, so name the stage before explaining a change.
Fluid pressure produces normal forces. A pressure difference between the bottom and top of an immersed body produces upthrust.
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