Cobb's Explanatory Arithmetick, Number Two: Containing the Compound Rules, and All that is Necessary of Every Other Rule in Arithmetick for Practical Purposes and the Transactions of Business ... |
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Page vi
... simple system of keeping their accounts . Such a system is , therefore , · given at the close of No. 2 . One very important advantage of this work is , that all , or nearly all , the questions for practical exercise are in dollars and ...
... simple system of keeping their accounts . Such a system is , therefore , · given at the close of No. 2 . One very important advantage of this work is , that all , or nearly all , the questions for practical exercise are in dollars and ...
Page vii
... Simple Interest , · " 9 11 17 48 73 92 110 · 120 122 · 123 125 126 128 129 . 131 132 · 134 135 140 147 - 152 · 162 · 164 167 . Compound Interest , Ensurance , Commission or Factorage , Brokerage , and Buying and Selling Stocks , Single ...
... Simple Interest , · " 9 11 17 48 73 92 110 · 120 122 · 123 125 126 128 129 . 131 132 · 134 135 140 147 - 152 · 162 · 164 167 . Compound Interest , Ensurance , Commission or Factorage , Brokerage , and Buying and Selling Stocks , Single ...
Page 9
... simple , whole numbers . You must now learn to work figures employed to express quantities of different denominations ; as , bushels , pecks , quarts , and pints ; pounds , ounces , and drachms ; leagues , miles , and furlongs ; yards ...
... simple , whole numbers . You must now learn to work figures employed to express quantities of different denominations ; as , bushels , pecks , quarts , and pints ; pounds , ounces , and drachms ; leagues , miles , and furlongs ; yards ...
Page 10
... simple numbers , such as you have been working . You have , I presume , found it easy to express and to manage sums of the largest amount , by making yourself acquainted with the principles on which they are stated , and by which they ...
... simple numbers , such as you have been working . You have , I presume , found it easy to express and to manage sums of the largest amount , by making yourself acquainted with the principles on which they are stated , and by which they ...
Page 19
... Simple Addition . Q. Why do you begin to add at the right hand denomination ? A. Because the different denominations in- crease in quantity from the right hand to the left , as in Simple Addition . Q. How must the first column be added ...
... Simple Addition . Q. Why do you begin to add at the right hand denomination ? A. Because the different denominations in- crease in quantity from the right hand to the left , as in Simple Addition . Q. How must the first column be added ...
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Cobb's Explantory Arithmetick, Number Two: Containing the Compound Rules ... Lyman Cobb No preview available - 2017 |
Common terms and phrases
Arithmetick borrow bushels carry the quotient cents and five cipher column of cents column of days column of pounds Compound Addition Compound Interest Compound Substraction cost cube root currency decimal dimes divide the amount dividend divisor dollars drachms DRY MEASURE equal EXAMPLES For Theoretical EXPLANATIONS farthings federal money feet figures five mills four gain gallon given number given sum higher denomination hogshead hundred-weight hundredths improper fraction inches integer left hand lower line lowest denomination MEASURE merator merchant bought miles moidores multiply nett weight ounces payment pence pints present worth quantity quarts quires Reduce remainder right hand denomination Rule of Three shillings Simple Division Simple Substraction Slate sold square root substract the lower tare TARE AND TRET tenths Theoretical Exercise third term thousandths Three Direct tion tret TROY WEIGHT upper line Vulgar Fractions wheat whole amount whole numbers
Popular passages
Page 152 - The rate of interest upon the loan or forbearance of any money, goods or things in action, except as otherwise provided by law, shall be six dollars upon one hundred dollars, for one year, and at that rate, for a greater or less sum, or for a longer or shorter time.
Page 13 - LIQUID MEASURE 4 gills (gi.) = 1 pint (pt.) 2 pints = 1 quart (qt.) 4 quarts = 1 gallon (gal.) 31| gallons = 1 barrel (bbl...
Page 212 - Separate the given number into periods of three figures each, by putting a point over the unit figure, and every third figure beyond the place of units. 2. Find the greatest cube in the left hand period, and put its root in the quotient. 3.
Page 117 - Operations with Fractions A) To change a mixed number to an improper fraction, simply multiply the whole number by the denominator of the fraction and add the numerator. This product becomes the numerator of the result and the denominator remains the same, eg, 2 (5x3) + 2 15 + 2 17 3" 3 3 " 3 To change an improper fraction to a mixed number, simply divide the numerator by the denominator.
Page 209 - Double the figures already found in the root for a new divisor, (or, bring down your last divisor for a new one, doubling the right hand figure of it,) and from these find the next figure in the root, as last directed, and continue the operation in the same manner, till you have brought down all the periods.
Page 209 - ... place the root of it at the right hand of the given number, (after the manner of a quotient in division) for the first figure of the root, and the square number under the period, and subtract it therefrom, and to the remainder bring down the next period for a dividend.
Page 174 - L«JS requiring more, is when the third term is less than the first, and requires the fourth term to be greater than the second. RULE.
Page 167 - Single Rule of Three Direct teaches, by having; three numbers given, to find a fourth, that shall have the same proportion to the third, as the second has to the first.
Page 158 - Cast the interest on the several payments, from the time they were paid, to the time of...
Page 174 - Inverse, teaches by having three numbers given to find a fourth, which shall have the same proportion to the second, as the first has to the third.