Mechanics 3 (Edexcel AS and A level Modular Math)
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Susan Hooker
Mick Jennings
Jean Littlewood
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Mechanics 3 (Edexcel AS and A level Modular Math)
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Page 4
1. Further kinematics
Theory
Page 6
1.1 Using calculus for a particle moving in a straight line with acceleration that varies with time
Theory
Page 7
1.2 Using calculus for a particle moving in a straight line with acceleration that varies with distance
Theory
Page 14
2. Elastic strings and springs
Theory
Page 24
2.1 Using Hooke’s law to solve equilibrium problems involving elastic springs or strings
Theory
Page 25
2.2 Using Hooke’s law to solve dynamics problems involving elastic strings or springs
Theory
Page 31
2.3 Finding the energy stored in an elastic string or spring
Theory
Page 33
2.4 Solving problems involving elastic energy using the conservation of energy principle and the work–energy principle
Theory
Page 35
3. Further dynamics
Theory
Page 42
3.1 Using calculus to apply Newton’s laws to a particle moving in a straight line when the applied force is variable
Theory
Page 43
3.2 Using Newton’s law of gravitation to solve problems involving a particle moving away from (or towards) the Earth’s surface
Theory
Page 50
3.3 Solving problems about a particle which is moving in a straight line with simple harmonic motion
Theory
Page 53
3.4 Investigating the motion of a particle which is attached to an elastic spring or string and is oscillating in a horizontal line
Theory
Page 62
3.5 Investigating the motion of a particle which is attached to an elastic spring or string and is oscillating in a vertical line
Theory
Page 68
Review Exercise 1
Problem
Page 80
4. Motion in a circle
Theory
Page 91
4.1 Calculating the angular speed of an object moving in a circle
Theory
Page 92
4.2 Calculating the acceleration of an object moving on a horizontal circular path
Theory
Page 94
4.3 Solving three-dimensional problems about objects moving in horizontal circle
Theory
Page 100
4.4 Using vector notation to describe motion in a circle
Theory
Page 106
4.5 Solving problems about objects moving in vertical circles
Theory
Page 107
4.6 Solving problems where an object does not have to stay on the circle
Theory
Page 113
5. Statics of rigid bodies
Theory
Page 123
5.1 Finding the centre of mass of a lamina using calculus
Theory
Page 124
5.2 Finding the centre of mass of a uniform solid of revolution using symmetry and calculus
Theory
Page 133
5.3 Solving problems about rigid bodies which are in equilibrium
Theory
Page 142
5.4 Determining whether a body will remain in equilibrium or whether equilibrium will be broken by sliding or toppling
Theory
Page 149
Review Exercise 2
Problem
Page 160
Examination style paper
Test
Page 175
Answers
Answer
Page 177
Index
Other
Page 184
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