A Course of Mathematics: Composed for the Use of the Royal Military Academy |
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... Rule , or Rule of Three 33 Division . 99 Compound Proportion 37 Division by Detached Coefficients 108 Vulgar Fractions . . 39 Synthetic Division 109 • Reduction of Vulgar Fractions 39 Greatest Common Measure 111 Addition of Vulgar ...
... Rule , or Rule of Three 33 Division . 99 Compound Proportion 37 Division by Detached Coefficients 108 Vulgar Fractions . . 39 Synthetic Division 109 • Reduction of Vulgar Fractions 39 Greatest Common Measure 111 Addition of Vulgar ...
Page 6
... rule , de- duced from the foregoing tablets and observations , viz . Divide the figures in the proposed number , as in the summary above , into periods and half - periods ; then begin at the left - hand side , and read the figures with ...
... rule , de- duced from the foregoing tablets and observations , viz . Divide the figures in the proposed number , as in the summary above , into periods and half - periods ; then begin at the left - hand side , and read the figures with ...
Page 9
... rule itself is evident ; for the excess of 9 in two or more numbers being taken separately , and the excess of 9's taken also out of the sum of the former excesses , it is plain that this last excess must be equal to the excess of 9's ...
... rule itself is evident ; for the excess of 9 in two or more numbers being taken separately , and the excess of 9's taken also out of the sum of the former excesses , it is plain that this last excess must be equal to the excess of 9's ...
Page 12
... rule of Division is learned . Mult . 3542 by 6196 21252 EXAMPLES . Proof . 2 or Mult . 6196 by 3542 12392 24784 30980 11 31878 3542 21252 21946232 Product . 18588 21946232 Proof . OTHER EXAMPLES . Multiply 123456789 by 3 . Ans ...
... rule of Division is learned . Mult . 3542 by 6196 21252 EXAMPLES . Proof . 2 or Mult . 6196 by 3542 12392 24784 30980 11 31878 3542 21252 21946232 Product . 18588 21946232 Proof . OTHER EXAMPLES . Multiply 123456789 by 3 . Ans ...
Page 15
... rule itself is evident ; for the excess of 9's in two or more numbers being taken separately , and the excess of 9's taken also out of the sum of the former excesses , it is plain that this last excess must be equal to the excess of 9's ...
... rule itself is evident ; for the excess of 9's in two or more numbers being taken separately , and the excess of 9's taken also out of the sum of the former excesses , it is plain that this last excess must be equal to the excess of 9's ...
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Common terms and phrases
algebraic axis bisected centre chord ciphers circle circumference co-ordinates coefficient contained Corol cosec cosine cube root curve decimal denominator denotes 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 quotient radius ratio rectangle Reduce remainder right angles rule sides sine square root straight line substitute subtract tangent THEOREM unknown quantity VULGAR FRACTIONS whole number yards