Logarithmic And Trigonometric Tables
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To quickly assess the difficulty of the text, read a short excerpt:
Since log -^x = log x^^'' — - log a;, P it is easy to extract roots of any order l)y means of logarithms.
If the characteristic of log x is not negative, no further re- mark is necessary. If log x is negative, we proceed as in the following example : * A computer with some experience will refrain from actually writinR the logarithm in the form 11.50974 — 10. It is easy for him to carry out the calculation as though it were so written.
xiv INTRODUCTION TO THE TABLES Problem 7. Compute by logarit...hms: V.53760, \^.53760, and \^.53760.
Solution, log 0.53760 = 9.73046 - 10.
log V.58760 = \ log 0.53760 = I (19.73046 - 20) = 9.86523 - 10.
log v^:53760 = i log 0.53760 = \ (29.73046 - 30)= 9.91015 - 10.
log v^.53760 = I log 0.53760 = \ (49.73046 - 50) = 9.94609 - 10.
Therefore, from Table I, V,53760 = .73322, V.5376U = .81312, V..53760 = .88326.
8. Logarithmic CEilculations which involve negative numbers.
We have defined only the logarithms of positive numbers.
But this suffices for our purposes.
What to read after Logarithmic And Trigonometric Tables?
You can find similar books in the "Read Also" column, or choose other free books by Wilczynski, E. J. (Ernest Julius), 1876-1932, Comp to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Since log -^x = log x^^'' — - log a;, P it is easy to extract roots of any order l)y means of logarithms.
If the characteristic of log x is not negative, no further re- mark is necessary. If log x is negative, we proceed as in the following example : * A computer with some experience will refrain from actually writinR the logarithm in the form 11.50974 — 10. It is easy for him to carry out the calculation as though it were so written.
xiv INTRODUCTION TO THE TABLES Problem 7. Compute by logarit...hms: V.53760, \^.53760, and \^.53760.
Solution, log 0.53760 = 9.73046 - 10.
log V.58760 = \ log 0.53760 = I (19.73046 - 20) = 9.86523 - 10.
log v^:53760 = i log 0.53760 = \ (29.73046 - 30)= 9.91015 - 10.
log v^.53760 = I log 0.53760 = \ (49.73046 - 50) = 9.94609 - 10.
Therefore, from Table I, V,53760 = .73322, V.5376U = .81312, V..53760 = .88326.
8. Logarithmic CEilculations which involve negative numbers.
We have defined only the logarithms of positive numbers.
But this suffices for our purposes.
What to read after Logarithmic And Trigonometric Tables?
You can find similar books in the "Read Also" column, or choose other free books by Wilczynski, E. J. (Ernest Julius), 1876-1932, Comp to read onlineMoreLess
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