The principles and practice of arithmetic1856 |
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Page iv
... practical advantages afforded by Logarithmic Tables are pointed out in appropriate examples . The ninth Chapter is The Application of Arith- metic to Geometry : and the Calculations of Artifi- cers , Gagers , and Land - Surveyors , are ...
... practical advantages afforded by Logarithmic Tables are pointed out in appropriate examples . The ninth Chapter is The Application of Arith- metic to Geometry : and the Calculations of Artifi- cers , Gagers , and Land - Surveyors , are ...
Page v
... examples comprising nothing but what is common to every other example of the same kind , to attain in Arithmetic the kind of evidence which is relied upon in Geometry , or in any other demonstrative Science . Single and Double Position ...
... examples comprising nothing but what is common to every other example of the same kind , to attain in Arithmetic the kind of evidence which is relied upon in Geometry , or in any other demonstrative Science . Single and Double Position ...
Page 5
... Examples for Practice in Notation . ( 1 ) Five hundred and ninety - eight . ( 2 ) Seven thousand , eight hundred and four . ( 3 ) Eighty - nine thousand and sixty - three . ( 4 ) Six hundred and three thousand , two hundred and forty ...
... Examples for Practice in Notation . ( 1 ) Five hundred and ninety - eight . ( 2 ) Seven thousand , eight hundred and four . ( 3 ) Eighty - nine thousand and sixty - three . ( 4 ) Six hundred and three thousand , two hundred and forty ...
Page 8
... Examples for practice in Numeration . ( 1 ) 4320 . ( 2 ) 87054 . ( 3 ) 903756 . ( 4 ) 2714325 . ( 5 ) 8047328 . ( 6 ) 12870045 . ( 7 ) 20084216 . ( 8 ) 79030284 . ( 9 ) 321408653 . ( 10 ) 408076032 . ( 11 ) 314159265 . ( 12 ) 571268405 ...
... Examples for practice in Numeration . ( 1 ) 4320 . ( 2 ) 87054 . ( 3 ) 903756 . ( 4 ) 2714325 . ( 5 ) 8047328 . ( 6 ) 12870045 . ( 7 ) 20084216 . ( 8 ) 79030284 . ( 9 ) 321408653 . ( 10 ) 408076032 . ( 11 ) 314159265 . ( 12 ) 571268405 ...
Page 11
... Examples for Practice in Addition . ( 1 ) 90 ( 2 ) 3 4 7 4 5 238 ( 3 ) 7 1 5 3 2857 ( 4 ) 2 9 0 5 1 73826 7 3 410 4 105 57295 ( 5 ) 8 4 ( 6 ) 29 3 ( 7 ) 4 0 2 8 ( 8 ) 5 3 2 9 6 7 75 354 109 29 409 95 5875 1 3 3 2076 24658 ( 9 ) 7 3 ( 10 ) ...
... Examples for Practice in Addition . ( 1 ) 90 ( 2 ) 3 4 7 4 5 238 ( 3 ) 7 1 5 3 2857 ( 4 ) 2 9 0 5 1 73826 7 3 410 4 105 57295 ( 5 ) 8 4 ( 6 ) 29 3 ( 7 ) 4 0 2 8 ( 8 ) 5 3 2 9 6 7 75 354 109 29 409 95 5875 1 3 3 2076 24658 ( 9 ) 7 3 ( 10 ) ...
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The Principles and Practice of Arithmetic: Comprising the Nature and Use of ... John Hind No preview available - 2016 |
Common terms and phrases
2qrs 3qrs acres Answer arithmetic mean arithmetical Article BELL AND DALDY bushels Cambridge cent Church ciphers cloth common denominator compound interest contained Crown 8vo cube root denotes digits discount divided dividend division divisor English equal equivalent Examples for Practice expressed farthings Fcap Fellow of St find the number Find the sum Find the value FLEET STREET gallons Geometrical greatest common measure guinea Hence hundred integers John's College late Fellow least common multiple length lineal unit logarithms magnitudes means miles moidores months Multiply nearly Notation operation parallelepiped pound present worth proportion prove quotient ratio recurring decimals Reduce remainder Rule Second Edition shew shilling Sidney Sussex College simple fraction simple interest solid square root Subtraction superficial surd thousand tion Trinity College vulgar fractions W. F. HOOK whence whole number yards
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