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Mathematics for the practical man; explaining simply and quickly all the elements of algebra, geometry, trigonometry, logarithms, coördinate geometry, calculus - Softcover

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Synopsis

This historic book may have numerous typos and missing text. Purchasers can usually download a free scanned copy of the original book (without typos) from the publisher. Not indexed. Not illustrated. 1918 edition. Excerpt: ...quantities and solving for the other, our result will be the point or points of intersection of both curves represented by the equations. Thus, if we add the equations of two circles, and if the student plots these equations separately and then combines them, eliminating one of the unknown quantities and solving for the other, his results will be the points of intersection of both curves. Plotting of Data.--When plotting mathematically with absolute accuracy the curve of an equation, whatever scale we use along one axis we must employ along the other axis. But, for practical results in plotting curves which show the relative values of several varying quantities during a test or which show the operation of machines under certain conditions, we depart from mathematical accuracy in the curve for the sake of convenierjce and choose such scales of value along each axis as we may deem appropriate. Thus, suppose we were plotting the characteristic curve of a shunt dynamo which had given the following sets of values from no load to full load operation: We plot this curve for convenience in a manner as shown in Fig. 34. Along the volts axis we choose a scale which is compressed to within one-half of the space that we choose for the amperes along the ampere axis. However, we might have chosen this entirely at our own discretion and the curve would have had the same significance to an engineer. PROBLEMS Plot the curves and lines corresponding to the following equations: 1. x = 3J + 10. 2. 2x + sy = 15. 3.-2y = 4. 4. loy + 3 =-8. 5. 2 + / = 36. 6. a? = 16 y. 7. x2--y3 = 16. 8. Plot the following volt-ampere curve: VOLTS AMPERES 55 o 548 20 545 39 54i 55 536 79 529 91 521 IO2 "5 CHAPTER XIV ELEMENTARY PRINCIPLES OF THE CALCULUS It is not my aim...

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  • PublisherRareBooksClub.com
  • Publication date2013
  • ISBN 10 113044161X
  • ISBN 13 9781130441611
  • BindingPaperback
  • LanguageEnglish
  • Number of pages40
  • Rating
    • 4.25 out of 5 stars
      16 ratings by Goodreads

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