Practical and Mental Arithmetic on a New Plan: In which Mental Arithmetic is Combined with the Use of the Slate, Containg a Complete System for All Practical Purposes; Being in Dollars and Cents ... With Exercises for the Slate, to which is Added a Practical System of Book-keeping |
From inside the book
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Page 11
... Fractions arise from Division , ......................................... 106 To change an Improper Fraction to a Whole or Mixed Number , ........... 109 To change a Mixed Number to an Improper Fraction , .. To reduce a Fraction to its ...
... Fractions arise from Division , ......................................... 106 To change an Improper Fraction to a Whole or Mixed Number , ........... 109 To change a Mixed Number to an Improper Fraction , .. To reduce a Fraction to its ...
Page 11
... Fractions of Different Denominators to a Common Denominator , 122 Addition of Fractions , ...... Subtraction of Fractions , .. ....... 125 ....... 126 To divide one Fraction by ancther , ..... Division of Fractions - To divide a Fraction ...
... Fractions of Different Denominators to a Common Denominator , 122 Addition of Fractions , ...... Subtraction of Fractions , .. ....... 125 ....... 126 To divide one Fraction by ancther , ..... Division of Fractions - To divide a Fraction ...
Page 105
... what will a whole one cost ? If one third cost 4 cents , what will one whole apple cost ? If one third cost 6 cents ? 8 cents ? 9 cents ? 20 ce 50 cents ? 100 cents ? 3 If you pay 3 cents for one fifth ( FRACTIONS . 105 FRACTIONS.
... what will a whole one cost ? If one third cost 4 cents , what will one whole apple cost ? If one third cost 6 cents ? 8 cents ? 9 cents ? 20 ce 50 cents ? 100 cents ? 3 If you pay 3 cents for one fifth ( FRACTIONS . 105 FRACTIONS.
Page 106
... Fractions . Q. Why called fractions ? A. Because fraction signifies broken . Q. You have seen , that , when any whole thing is divided into 3 parts , these parts are called thirds ; into 4 parts , called fourths : what . then , does the ...
... Fractions . Q. Why called fractions ? A. Because fraction signifies broken . Q. You have seen , that , when any whole thing is divided into 3 parts , these parts are called thirds ; into 4 parts , called fourths : what . then , does the ...
Page 107
... fraction , then , is greater than ? Than ? Than ? Than Than ? What fraction is less than ? Than Thar ? Than ? Q. From these remarks , what appears to be a correct definition of fractions ? A. They are broken parts of a whole number . Q ...
... fraction , then , is greater than ? Than ? Than ? Than Than ? What fraction is less than ? Than Thar ? Than ? Q. From these remarks , what appears to be a correct definition of fractions ? A. They are broken parts of a whole number . Q ...
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Common terms and phrases
50 cents acres amount annexing apiece apples bbls broadcloth bushels bushels of rye called ciphers cloth cost common difference common fraction compound interest contained cord feet cube root cubic currency decimal places derive the following divide dividend divisor dollars equal example Exercises federal money feet long feet wide following RULE foot gain gallons greatest common divisor hence hogshead hundred illustrations we derive improper fraction least common denominator least common multiple leaves length lowest terms miles mills mixed number molasses months Multiply number of terms OPERATION oranges ounces payment pence pints pound present worth principal proceed proportion pupil quotient figure rate per cent ratio Reduce remainder repetend shillings Slate solid feet square feet square rods square root subtract third term whole number write yards of cloth
Popular passages
Page 259 - Subtract the subtrahend, from the dividend and to the remainder bring down the next period for a new dividend, with which proceed as before, and so on, till the whole is completed. NOTE. — The same rule must be observed for continuing the operation, and pointing for decimals; as in the square root.
Page 270 - Hence, to find the number of different changes or permutations which may be made with any given number of different things. — Multiply together all the terms of the natural series, from 1 up to the given number, and the last product will be the number of changes required. 4. How many different ways may the first five letters of the alphabet be arranged ? A.
Page 210 - COMPUTE the interest on the principal sum, from the time when the interest commenced to the first time when a payment was made, which exceeds either alone or in conjunction with the preceding payments (if any) the interest at that time due: add that interest to the principal, and from the sum subtract the payment made at that time, together with the preceding payments (if any) and the remainder forms a new principal ; on which, compute and subtract the interest, as upon the first principal: and proceed...
Page 265 - Multiply the last term by the ratio; from the product subtract the first term, and divide the remainder by the ratio, less 1, for the sum of the series.
Page 178 - A. Divide the given interest by the interest of the given sum, at 1 per cent, for the given time ; the quotient will be the required rate.
Page 223 - How many shingles will it take to cover the roof of a barn 40 feet long, allowing the length of the rafters to be 16 ft.
Page 261 - The numbers which form the series are called the terms of the series or progression. The first and last terms are called the extremes, and the other terms the means.
Page 261 - Any three of the five following things being given, the other two may be easily found. 1. The first term. 2. The last term. 3. The number of terms. 4. The common difference.
Page 180 - Or, make the given interest the numerator, and the interest of the principal for 1 year at the given rate the...
Page 274 - When the hypothenuse and one leg is given, to find the other leg. From the square of the hypothenuse subtract the square of the given leg, and the square root of the remainder will be the other leg.