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Understanding Engineering Mathematics 1st Edition by John Bird
Edition 1ISBN: 978-0415662840Chapter 52: Methods of Differentiation and Some Applications
Chapter 55: Parametric, Implicit and Logarithmic Differentiation
Chapter 58: Further Differentiation and Applications
Chapter 63: Standard Integration and Some Substitution Methods
Chapter 66: Integration Using Partial Fractions, Tan Θ2 and by Parts
Chapter 69: Reduction Formulae, Double and Triple Integrals, and Numerical Integration
Understanding Engineering Mathematics 1st Edition by John Bird
Edition 1ISBN: 978-0415662840 Exercise 9
A force F = 3i - 4j + k newtons acts on a line passing through a point P. Determine moment M
and its magnitude of the force F about a point Q when P has coordinates (4, -1, 5) metres and Q
has coordinates (4, 0, -3) metres.
and its magnitude of the force F about a point Q when P has coordinates (4, -1, 5) metres and Q
has coordinates (4, 0, -3) metres.
Explanation
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Understanding Engineering Mathematics 1st Edition by John Bird
Chapter 1: Basic Arithmetic and Fractions
Free
Chapter 3: Decimals, Calculations and Percentages
Chapter 6: Ratio, Proportion, Powers, Roots, Indices and Units
Chapter 9: Algebra and Simple Equations
Chapter 12: Transposition and Simultaneous Equations
Chapter 14: Quadratics, Logarithms, Exponentials and Inequalities
Chapter 18: Further Algebra, Number Sequences and Numbering Systems
Chapter 21: Partial Fractions and the Binomial Series
Chapter 23: Maclaurins Series and Hyperbolic Functions
Chapter 25: Iterative Methods, Boolean Algebra and Logic Circuits
Chapter 27: Areas of Common Shapes and the Circle
Chapter 29: Volumes, Irregular Areas and Volumes, and Mean Values
Chapter 31: Graphs
Chapter 34: Polar Curves, Graphical Solution of Equations and Functions and Their Curves
Chapter 37: Angles, Triangles and Trigonometry
Chapter 39: Trigonometric Waveforms,cartesian and Polar Co-Ordinates and Non-Right-Angled Triangles
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