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Weight
The force acting on an object due to gravity
Mass
The amount of matter in an object
Gravitational field strength
The force per unit mass acting on an object
Weight equation
Weight equals mass times gravitational field strength
W = m × g
Equation linking weight, mass and gravitational field strength
Units of weight
Newtons (N)
Units of mass
Kilograms (kg)
Units of gravitational field strength
N/kg
Forces on a falling object
Weight acts downward and air resistance acts upward
Air resistance
A force that opposes motion through air
Resultant force
The overall force acting on an object
Acceleration of a falling object
Occurs when weight is greater than air resistance
Terminal velocity
The constant maximum speed reached by a falling object
Why terminal velocity is reached
Air resistance increases until it equals weight
Forces at terminal velocity
Weight equals air resistance
Resultant force at terminal velocity
Zero
Motion at terminal velocity
Object moves at constant speed
Hooke’s Law
Extension is proportional to force
Hooke’s Law equation
Force equals spring constant times extension
F = k × e
Equation for Hooke’s Law
Spring constant
A measure of how stiff a spring is
Units of spring constant
N/m
Force-extension graph
Graph showing how extension varies with force
Linear region
Straight-line part of a force-extension graph
Meaning of linear region
Hooke’s Law applies
Limit of proportionality
Point where the graph stops being straight
Elastic behaviour
Ability of a material to return to its original shape after deformation
Elastic deformation
Deformation that is reversible
Inelastic deformation
Deformation that is permanent
Hooke’s Law practical
Investigates how extension varies with applied force
Equipment for Hooke’s Law practical
Spring, ruler, clamp stand and masses
Method of Hooke’s Law practical
Add masses and measure extension
Conclusion of Hooke’s Law practical
Extension increases proportionally with force in the linear region