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Mathematics And Statistics For Technologists, H. G. Cuming, C. J. Anson, 1967 HC
US $30,00
CircaEUR 26,00
Condizione:
“The dust cover for this book shows significant signs of wear and tearing. The book itself is in ”... Maggiori informazioniinformazioni sulla condizione
- Compralo SubitoMathematics And Statistics For Technologists, H. G. Cuming, C. J. Anson, 1967 HC
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Oggetto che si trova a: Austin, Texas, Stati Uniti
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Numero oggetto eBay:142907585846
Specifiche dell'oggetto
- Condizione
- Ottime condizioni
- Note del venditore
- ISBN
- 0820601403
- Subject
- Mathematics
- Features
- 1st Edition, Dust Jacket
- Year
- 1967
- EAN
- 9780820601403
Informazioni su questo prodotto
Product Identifiers
Publisher
Chemical Publishing Company, Incorporated
ISBN-10
0820601403
ISBN-13
9780820601403
eBay Product ID (ePID)
159926955
Product Key Features
Number of Pages
504 Pages
Publication Name
Mathematics and Statistics for Technologists
Language
English
Publication Year
1967
Subject
Reference, Research, Chemistry / Industrial & Technical
Type
Textbook
Subject Area
Mathematics, Technology & Engineering, Science
Format
Trade Paperback
Dimensions
Item Length
9 in
Item Width
6 in
Additional Product Features
Intended Audience
Scholarly & Professional
Synopsis
CONTENTS - 1. REVIEW OF ELEMENTARY ALGEBRA - Indices; Logarithms; Graphs-Solution of Linear Equations; Solution of Quadratic Equations in One Variable; Approximate Solution of Higher Order Equations; Solution of Exponential Equations - 2. REVIEW OF ELEMENTARY PLANE TRIGONOMETRY - The Circular Functions; Radian Measure; Simple Applications of Trigonometry; Solution of General Triangles; Circular Functions of the Sum and Difference of Two Angles; Solution of Trigonometric Equations; The Inverse Circular Functions - 3. CO-ORDINATE PLANE GEOMETRY OF THE STRAIGHT LINE - Cartesian and Polar Co-ordinates; Loci; Various Forms of the Equation of a Line; Distance from a Point to a Line; Angle between Two Lines; Point of Intersection of Two Lines; Pairs of Lines; Problems Involving Straight Lines - 4. CO-ORDINATE PLANE GEOMETRY OF THE CIRCLE - Equations of a Circle; Equation of the Tangent to a Circle; Equation of the Normal to a Circle; Length of the Tangent from a Point to a Circle; Intersection of a Circle with a Line; Intersection of Two Circles; Problems Involving Circles and Lines - 5. THE BINOMIAL EXPANSION - Permutations and Combinations; The Binomial Expansion for Positive Integral Index; Some Properties of the Binomial Coefficients; The Binomial Expansion for any Index; Validity of the Binomial Expansion for any Index; Applications of the Binomial Expansion - 6. PARTIAL FRACTIONS - Rational Functions; Addition and Subtraction of Rational Functions; Partial Fractions Viewed as an Inverse Process; The Denominator g() Containing Non-Repeated Linear Factors; The Denominator g() Containing Repeated Linear Factors; The Denominator g(x) Containing Non-Repeated Quadratic Factors; The Denominator g(x) Containing Repeated Quadratic Factors; The General Denominator Applications of Partial Fractions - 7. FUNCTIONS AND LIMITS - Functional Relationships; Geometrical Representation of a Functional Relationship; Values and Limits of a Function; The Derivative of a Function - 8. DIFFERENTIATION - Differentiation from First Principles; Differentiation of x"-Differentiation of sin x and cos x; Differentiation of Sums, Differences, Products, and Quotients; Differentiation of Compound Circular Functions; Differentiation of a Function of a Function-Differentiation of log x; The Exponential and Hyperbolic Functions; Differentiation of Inverse Circular and Inverse Hyperbolic Functions - 9. APPLICATIONS OF DIFFERENTIATION - Tangents and Normals to Curves; Estimation of Small Errors; Maclaurin and Taylor Series; Newton's Method for the Approximate Solution of Equations; Maxima and Minima - 10. INTEGRATION - Integration as the Inverse of Differentiation; Special Methods of Integration; Integration Using Partial Fractions; Integration by Substitution; Integration by Parts; The Definite Integral; Reduction Formulae - 11. APPLICATIONS OF INTEGRATION - Areas Bounded by Plane Curves; Mean Values; Arc Lengths of Plane Curves; Volumes of Solids of Revolution; Surfaces of Revolution; Centres of Gravity; Moments of Inertia; Hydrostatic Thrust and Centres of Pressure - 12. COMPLEX NUMBERS - 13. ORDINARY LINEAR DIFFERENTIAL EQUATIONS - 14 PARTIAL DIFFERENTIATION - 15. STATISTICAL METHOD - 16. STANDARD NUMERICAL MEASURES FOR DESCRIBING FREQUENCY DIAGRAMS - 17. PROBABILITY THEORY AND ITS APPLICATIONS - 18. BINOMIAL AND POISSON DISTRIBUTIONS - 19. NORMAL DISTRIBUTION - 20. CONTROL CHARTS - 21. POPULATION AND SAMPLE - 22. DISTRIBUTION OF DIFFERENCES - 23. TESTS OF SIGNIFICANCE - 24. ANALYSIS OF VARIANCE - 25. REGRESSION AND CORRELATION (LINEAR RELATIONSHIPS) -
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