Model Answers in Ordinary National Certificate Mathematics for Engineers
eBook - ePub

Model Answers in Ordinary National Certificate Mathematics for Engineers

  1. 110 pages
  2. English
  3. ePUB (mobile friendly)
  4. Available on iOS & Android
eBook - ePub

Model Answers in Ordinary National Certificate Mathematics for Engineers

About this book

Model Answers in Ordinary National Certificate Mathematics for Engineers presents a series of model answers that include all the topics covered by the many different syllabuses in Mathematics for the Ordinary National Certificate in Engineering. This book is composed 16 chapters; each chapter contains Worked Examples, Hinted Examples, and Further Examples. The opening chapters tackle the topics of logarithms, transformation and evaluation formula, progressions, binomial expansions, and algebraic equations. The succeeding chapters explore the topics of determination of laws, mensuration, equations and identities in trigonometry, solutions of triangles in trigonometry, and graphical solutions. The remaining chapters provides model answers for rates of change; maxima and minima; integration; areas, volume, centroids, and second moments of area; and Simpson's rule. This book is directed towards mathematicians, and mathematics teachers and students.

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Yes, you can access Model Answers in Ordinary National Certificate Mathematics for Engineers by D. W. Hilder,J. G. Sweetenham, C. W. Schofield in PDF and/or ePUB format, as well as other popular books in Mathematics & Mathematics Reference. We have over one million books available in our catalogue for you to explore.

Information

LOGARITHMS

WORKED EXAMPLES

No. 1

(a) Evaluate (i) log4 215, (ii) loge 0·6.
(b) Evaluate without using tables
image
(a)
(i)
image
No. Log
2·3324 0·3678
0·6021
image
3·874 0·5881
(ii)

Table of contents

  1. Cover image
  2. Title page
  3. Table of Contents
  4. Copyright
  5. PREFACE
  6. MODEL ANSWERS
  7. Chapter 1: LOGARITHMS
  8. Chapter 2: FORMULAE: TRANSFORMATION AND EVALUATION
  9. Chapter 3: PROGRESSIONS
  10. Chapter 4: BINOMIAL EXPANSIONS
  11. Chapter 5: ALGEBRAIC EQUATIONS
  12. Chapter 6: DETERMINATION OF LAWS
  13. Chapter 7: MENSURATION
  14. Chapter 8: TRIGONOMETRY: EQUATIONS AND IDENTITIES
  15. Chapter 9: TRIGONOMETRY: SOLUTION OF TRIANGLES, ETC.
  16. Chapter 10: GRAPHICAL SOLUTIONS
  17. Chapter 11: DIFFERENTIATION
  18. Chapter 12: RATES OF CHANGE(INCLUDING TANGENTS TO CURVES)
  19. Chapter 13: MAXIMA AND MINIMA
  20. Chapter 14: INTEGRATION
  21. Chapter 15: AREAS, VOLUMES, CENTROIDS AND SECOND MOMENTS OF AREA
  22. Chapter 16: SIMPSON’S RULE