Evolution: or The power, and operation of numbers, in the statement, the calculation, the distribution, and the arrangement of quantitiesLongman, Rees, Orme, Brown, Green and Longman, 1835 - 160 σελίδες |
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Σελίδα 14
... integer , with which we can so readily multiply any number , suppose it were a mixed number , or a fraction , even a very minute and long fraction , as it might very well happen to be ; suppose this were the case , how much more complex ...
... integer , with which we can so readily multiply any number , suppose it were a mixed number , or a fraction , even a very minute and long fraction , as it might very well happen to be ; suppose this were the case , how much more complex ...
Σελίδα 16
... INTEGERS , or WHOLE NUMBERS . 29. Now , as to the working of fractions , every body knows , that four quarters make a whole ; that three thirds , that two halves , that five fifths , or six sixths ; every body knows that each of these ...
... INTEGERS , or WHOLE NUMBERS . 29. Now , as to the working of fractions , every body knows , that four quarters make a whole ; that three thirds , that two halves , that five fifths , or six sixths ; every body knows that each of these ...
Σελίδα 34
... INTEGERS have power ; FRACTIONS have none in the way of multiplication . 7 층 75 15 2321 64. Still , am I referred to the cases in which frac- tions of a foot are employed as multipliers ? How consistent , how harmonious , how powerful ...
... INTEGERS have power ; FRACTIONS have none in the way of multiplication . 7 층 75 15 2321 64. Still , am I referred to the cases in which frac- tions of a foot are employed as multipliers ? How consistent , how harmonious , how powerful ...
Σελίδα 36
... integers . And then , in continuation , Euler proceeds ; " and 1000 divided by will give 3000. Further , if it be required to divide 1 by 1000 , the quotient would be 1000 ; and dividing 1 by 100000 , the quotient is 100000. " And then ...
... integers . And then , in continuation , Euler proceeds ; " and 1000 divided by will give 3000. Further , if it be required to divide 1 by 1000 , the quotient would be 1000 ; and dividing 1 by 100000 , the quotient is 100000. " And then ...
Σελίδα 47
... integers . If there be none in the multiplicand nor none in the multi- plier , there will be none in the product . Take , for example , the decimal quantities , without the inte- gers , employed in the foregoing instance , and work them ...
... integers . If there be none in the multiplicand nor none in the multi- plier , there will be none in the product . Take , for example , the decimal quantities , without the inte- gers , employed in the foregoing instance , and work them ...
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Συχνά εμφανιζόμενοι όροι και φράσεις
40 inches addition annex ARTICLE breadth bushels called ciphers contain cube numbers cube root cubic foot cubic inches decimal expression decimal figures decimal point denominator described dimensions dividend divisor enlarge equal example extract the cube feet fifth foot foregoing four frac gallons geometrical given number improper fraction inch broad inch cubes inches long increase integer involution larger number layers length logarithm long division manner mark matter measure merators metic middle term mode multiplied number of figures observe operation paragraph parallelograms primary cube principle prisms proceed proper fraction purpose quantity quarters quotient ratio RECURRING decimals reduced remainder roots of numbers rule second power series of numbers sides small numbers small squares smaller square inch square number square root step subtract Subtrahend suppose Tables tenths thickness third power three figures tion twelfth vulgar fractions whilst whole number write yards
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Σελίδα 157 - The goods are to be heaped up in the form of a cone, to a height above the rim of the measure of at least a of its depth.
Σελίδα 157 - ... of its depth. The outside diameter of Measures used for heaped goods are to be at least double the depth, consequently not less than the following dimensions : — Bushel, 19± inches I Peck, 12± inches Half-bush.
Σελίδα 14 - ... the same proportion to the third as the second does to the first. The thing we have first to do is, to discover the ratio between the first and second terms, in order to...
Σελίδα 15 - Then multiply the second and third terms together, and divide the product by the first term: the quotient will be the fourth term, or answer.
Σελίδα 157 - Measures, described in the second and third Divisions, were established by Act 5 Geo. IV. c. 74. Before that time there were four different measures of capacity used in England. — 1. For wine, spirits, cider, oils, milk, &c. ; this was one-sixth less than the Imperial Measure. 2. For malt liquor, thi»was J, i*art greater than the Imperial Measure. 3. For corn, and all other dry goods not heaped» this was _i_ part less than the Imperial Measure.
Σελίδα 159 - LESSONS on ARITHMETIC, in Principle and in Practice, for the Instruction of Youth of both Sexes; and more especially for that of young Merchants, Tradesmen, Ssamen, Mechanics, and Farmers. By THOMAS SMITH. London : Sherwood, Gilbert, and Co.; and Longman, Rees, auel Co. THE "AMERICAN STOVES
Σελίδα 15 - N the principle now explained, we can, in any affairs of business, ascertain the amount of an unknown quantity, by knowing the amount of other three quantities, which, with the unknown quantity, bear a proportional relation. The word quantity is here used, but any sum of money is also meant.
Σελίδα 111 - Pythagoras , that the square of the hypothenuse is equal to the squares of the other two sides of a right angled triangle.
Σελίδα 56 - ... 27, which is the number of cubic feet in a cubic yard.