Rudiment: Treatise on Arithmetic, with Key, Volume 21854 |
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Page 26
... quotient . ( 30. ) 1. When the Divisor is not greater than 12 . RULE 1. Put the divisor to the left of the dividend , with a mark of separation between the two . 2. By help of the multiplication table , find how many times the divisor ...
... quotient . ( 30. ) 1. When the Divisor is not greater than 12 . RULE 1. Put the divisor to the left of the dividend , with a mark of separation between the two . 2. By help of the multiplication table , find how many times the divisor ...
Page 27
... quotient is 864 ; that is to say , 4 is contained exactly 864 times in 3456. Only consider how many sub- tractions ... quotient that you get is the sixth part of that number ; the quotient tells you not only how many sixes there are in ...
... quotient is 864 ; that is to say , 4 is contained exactly 864 times in 3456. Only consider how many sub- tractions ... quotient that you get is the sixth part of that number ; the quotient tells you not only how many sixes there are in ...
Page 28
... quotient in the above example is 139244 . Suppose the number 835465 were so many shillings to be equally divided among six persons ; then the sixth part , namely 139244 , would of course be the number of shillings due to each ; and as a ...
... quotient in the above example is 139244 . Suppose the number 835465 were so many shillings to be equally divided among six persons ; then the sixth part , namely 139244 , would of course be the number of shillings due to each ; and as a ...
Page 29
... is unavoidable , if the learner is expected thoroughly to understand what he is about . + In these questions the fractional parts of the quotients are not to be considered . to what is called the Dead Letter Office ; many DIVISION . 29.
... is unavoidable , if the learner is expected thoroughly to understand what he is about . + In these questions the fractional parts of the quotients are not to be considered . to what is called the Dead Letter Office ; many DIVISION . 29.
Page 30
... quotient you thus get is to be put down as the first figure of the complete quotient . 3. Multiply the divisor by this first figure , and subtract the product from the number formed by the corresponding leading figures of the dividend ...
... quotient you thus get is to be put down as the first figure of the complete quotient . 3. Multiply the divisor by this first figure , and subtract the product from the number formed by the corresponding leading figures of the dividend ...
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Common terms and phrases
abstract number acres added addition amount annexed arithmetic avoirdupois Bill called carry cent column complete quotient composite number COMPOUND QUANTITIES concrete quantities contained decimal places decimal point deno denominator difference discount divide dividend dividend and divisor division equal example Exercises factors farthings fourth term French Languages gallons Henry Law hundred improper fraction interest last decimal last figure learner least common multiple lowest denomination lowest terms margin merator miles minator mixed number months multiplicand multiply namely notation noughts number of days number of decimals operation paid pence places of decimals pounds proper fraction proportion quotient-figure ratio recurring decimal Reduce remainder result root root-figure rule shillings square square-root subtract third term thousand tion tiplier troy troy weight units vulgar fraction weight whole number yards zeros
Popular passages
Page 43 - Every circumference of a. circle, whether the circle be large or small, is supposed to be divided into 360 equal parts called degrees. Each degree is divided into 60 equal parts called minutes, and each minute into 60 equal parts called seconds.
Page 67 - To reduce a mixed number to an improper fraction, — RULE : Multiply the whole number by the denominator of the fraction, to the product add the numerator, and write the result over the denominator.
Page 42 - Land, or Square Measure. 144 square inches make 1 square foot. 9 square feet, 1 square yard.
Page 41 - TABLE. 20 grains (gr.) make 1 scruple, sc. or 9. 3 scruples " 1 dram, dr. or 3. .8 drams " 1 ounce, oz. or §. 12 ounces
Page 41 - Troy Weight. 24 grains (gr.) - 1 pennyweight (dwt.) 20 pennyweights — 1 ounce (oz.) 12 ounces — 1 pound (1b.).
Page 4 - EDUCATIONAL AND CLASSICAL SERIES. HISTORY. i. England, Outlines of the History of; more especially with reference to the Origin and Progress of the English Constitution. By WILLIAM DOUGLAS HAMILTON, FSA, of Her Majesty's Public Record Office. 4th Edition, revised. 5s. ; cloth boards, 6s. 5. Greece, Outlines of the History of; in connection with the Rise of the Arts and Civilization in Europe. By W. DOUGLAS HAMILTON, of University College, London, and EDWARD LEVIEN, MA, of Balliol College, Oxford.
Page 5 - ... the classical scholar who requires a book that may be carried in the pocket ; and it is believed that the present is the first attempt which has been made to offer a complete Lexicon of the Greek Language in so small a compass. In the volumes on ENGLAND, GREECE and ROME, it is intended to treat of History as a Science, and to present in a connected view an analysis of the large and expensive works of the most highly valued historical writers. The extensive circulation of the preceding Series...
Page 192 - College, Cambridge. To which are added, Directions for Great Circle Sailing; an Essay on the Law of Storms and Variable Winds ; and Explanations of Terms used in Ship-building. Ninth Edition, with several Engravings and Coloured Illustrations of the Flags of Maritime Nations.
Page 110 - If 3000 copies of a book of 11 sheets require 66 reams of paper, how much paper will be required for 5000 copies of a book of 12^ sheets ? 5.
Page 109 - Exercites. 1. If 14 horses eat 56 bushels of oats in 16 days, how many horses will 120 bushels keep for 24 days? 2. If a person walking 12 hours a day travel 250 miles in 9 days,. in how many days of 10 hours each could he walk 400 miles, at the same rate ? 3.