A Course of Mathematics: Composed for the Use of the Royal Military Academy |
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Page 15
... remaining figures , as usual . And if there be any thing remain ing after this division , place the figures cut off from the dividend to the right of it , and the whole will be the true remainder ; otherwise , the figures cut off only ...
... remaining figures , as usual . And if there be any thing remain ing after this division , place the figures cut off from the dividend to the right of it , and the whole will be the true remainder ; otherwise , the figures cut off only ...
Page 53
... remaining to be found in the quotient , after which begin the contraction . EXAMPLES . 1. Divide 2508-92806 by 92-41035 , so as to have only four decimals in the quotient , in which case the quotient will contain six figures ...
... remaining to be found in the quotient , after which begin the contraction . EXAMPLES . 1. Divide 2508-92806 by 92-41035 , so as to have only four decimals in the quotient , in which case the quotient will contain six figures ...
Page 78
... remaining 60 % .; what had he at first ? Suppose he had at first 1207 . Now of 120 is 40 of it is 30 their sum is 70 Proof . of 144 is 48 of 144 is 36 their sum 84 which taken from 120 leaves 50 taken from 144 leaves 60 as per question ...
... remaining 60 % .; what had he at first ? Suppose he had at first 1207 . Now of 120 is 40 of it is 30 their sum is 70 Proof . of 144 is 48 of 144 is 36 their sum 84 which taken from 120 leaves 50 taken from 144 leaves 60 as per question ...
Page 81
... remaining 307. more than the half of it ; what was his income ? Ans . 2007 . 11. The hour and minute - hands of a clock are exactly together at 12 o'clock ; when are they next together ? Ans . 1 hr . , or 1 hr . 55 min . 12. If a ...
... remaining 307. more than the half of it ; what was his income ? Ans . 2007 . 11. The hour and minute - hands of a clock are exactly together at 12 o'clock ; when are they next together ? Ans . 1 hr . , or 1 hr . 55 min . 12. If a ...
Page 101
... from the dividend . 3. Then to the remainder annex as many of the remaining terms of the dividend as are necessary , and find the next term in the quotient as before . EXAMPLES . ( 1. ) Divide a1 - 4a3 x DIVISION . 101.
... from the dividend . 3. Then to the remainder annex as many of the remaining terms of the dividend as are necessary , and find the next term in the quotient as before . EXAMPLES . ( 1. ) Divide a1 - 4a3 x DIVISION . 101.
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Common terms and phrases
algebraic axis bisected called centre circle circumference coefficient contained Corol cosec cosine cube root curve decimal denominator denote diameter difference differential co-efficient distance Divide dividend division divisor draw dy dx equal EXAMPLES exponent expression extract factors feet figure fraction given number greater greatest common measure Hence hyperbola inches latus rectum least common multiple logarithm manner monomial multiply negative nth root number of terms parallel parallelogram perpendicular plane polynomial positive Prob problem Prop proportional proposed equation quotient radius ratio rectangle Reduce remainder right angles rule sides sine square root straight line Substituting subtract tangent Taylor's theorem THEOREM unknown quantity VULGAR FRACTIONS whole number yards