The North American Arithmetic: Uniting Oral and Written Exercises, in Corresponding Chapters. Part second |
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Page 43
... 8 of them at 4 dollars apiece , and the remainder at 3 dollars apiece ; and then found that he had gained 7 dollars . How much did he give for the sheep ? CHAP . VI . FRACTIONS . SECTION 1 . Note 6 . 43 MISCELLANEOUS EXAMPLES .
... 8 of them at 4 dollars apiece , and the remainder at 3 dollars apiece ; and then found that he had gained 7 dollars . How much did he give for the sheep ? CHAP . VI . FRACTIONS . SECTION 1 . Note 6 . 43 MISCELLANEOUS EXAMPLES .
Page 44
... FRACTIONS . SECTION 1 . Note to Teachers . The subsequent progress of the learner , will depend much on a proper conception of the division of unity , and a correct application of the nomenclature of fractions . Therefore , this section ...
... FRACTIONS . SECTION 1 . Note to Teachers . The subsequent progress of the learner , will depend much on a proper conception of the division of unity , and a correct application of the nomenclature of fractions . Therefore , this section ...
Page 45
... , is one of four equal parts of the thing ; and so on . Remark 2nd . The greater the number of parts is , into which any thing is divided , the smaller the parts are . SECTION 2 . Note to Teachers . One object in 1 . 45 FRACTIONS .
... , is one of four equal parts of the thing ; and so on . Remark 2nd . The greater the number of parts is , into which any thing is divided , the smaller the parts are . SECTION 2 . Note to Teachers . One object in 1 . 45 FRACTIONS .
Page 46
... fraction , unreduced . For example , two fourths is the answer which must be given to the 3d question . The books to be closed dur ing the recitation of this section . 1. If we divide any thing into 2 equal parts , and take away 1 of ...
... fraction , unreduced . For example , two fourths is the answer which must be given to the 3d question . The books to be closed dur ing the recitation of this section . 1. If we divide any thing into 2 equal parts , and take away 1 of ...
Page 47
... any thing ? 23. If I have 7 - ninths of 1 acre of land , and I wish to own 1 acre , what part of 1 acre must I buy ? 24. How many niñths are equal to a whole one ? 25. What is meant by one - tenth of any 2. 3 . 47 FRACTIONS .
... any thing ? 23. If I have 7 - ninths of 1 acre of land , and I wish to own 1 acre , what part of 1 acre must I buy ? 24. How many niñths are equal to a whole one ? 25. What is meant by one - tenth of any 2. 3 . 47 FRACTIONS .
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Common terms and phrases
1-eighth 1-fifth 1-fourth 1-ninth 1-seventh 1-sixth 1-tenth 1-third 12 dollars 30 dollars 9 cents 9 dollars acre of land acre produce annum Arithmetic barrels of flour bought bushels of corn cask cents a pound cents apiece ciphers column common denominator contained cows cubic decimal dimes divided equally dividend divisor dollar will pay dollars apiece drams DRY MEASURE earn example expressed farmer farthings feet figure fraction gallons gave greatest common divisor hogshead horse hund hundred improper fraction inches interest lars learner lowest terms MEASURE merchant molasses months multiplicand Multiply Note to Teachers orange ounces paid pence perform piece pile prove the operation quarts quills quire quotient Recite Reduce remainder rods scholar SECTION sell sheep shillings slate sold Solution Subtract sugar Suppose tens thousand trader TROY WEIGHT units week whole number worth write yard cost yards of broad-cloth yards of cloth
Popular passages
Page 171 - Multiply all the numerators together for a new numerator, and all the denominators for a new denominator: then reduce the new fraction to its lowest terms. 1. Reduce f of 5 to a simple fraction.
Page 157 - To reduce a mixed number to an improper fraction. Multiply the whole number by the denominator of the fraction, and to the product add the given numerator.
Page 101 - Observe, that the number which we multiply is called the multiplicand; the number by which we multiply is called the multiplier; and the number which we obtain by multiplication is called the product.
Page 131 - MEASURE is used by grocers and others, for measuring wine, oil, molasses, and most other liquids. 4 gills (gi.) make 1 pint. pt. 2 pints make 1 quart. qt. 4 quarts make 1 gallon. gal. 31^ gallons make 1 barrel. bl. 42 gallons make 1 tierce. tier. 63 gallons make 1 hogshead. hhd.
Page 139 - Place the remainder under the column added, and carry the quotient to the next column.
Page 170 - Divide the greater number by the less, and that divisor by the remainder, and so on ; always dividing the last divisor by the last remainder, till nothing remains ; the last divisor is the greatest common divisor required.
Page 108 - ... the 6 units; thus, 3 in 3, once; 3 in 9, 3 times; 3 in 6, 2 times. Observe in the above example, that the 3 which we first divide, means 3 hundred; and the 1 which we place under it means 1 hundred, showing that 3 is contained in 300, 100 times. The 9 means 9 tens, and the 3 which we place under it means 3 tens, showing, that 3 is contained in 90, 30 times. A Dividend is a number which is to be divided; such is the number 396 in the above example.
Page 184 - RULE. Multiply as in whole numbers, and from the right hand of the product point off as many figures for decimals as there are decimal places in both factors.
Page 111 - This 2 is a re 1Q 2 mainder; it shows that there are 2 hats, • which cannot be divided into eights. 55. How many sheep, at 4 dollars a head, can a butcher, who has 747 dollars buy; and how many dollars will he have remaining ? 56. If 5 yards of cloth will make a suit of clothes, how many suits can be made from 96 yards; and how many yards will there be over ? 57. How many times is 6 contained in 4637; and how many are there over ? 58.
Page 176 - Either ,multiply the numerator, or divide the denominator. To divide a fraction by a whole number, — Either divide the numerator, or multiply the denominator. When a number is multiplied by 1 , the product is equal to the multiplicand. Therefore, when a number is multiplied by a fraction, which is less than 1, the product must be less than the multiplicand. To multiply a whole number by a fraction, — Multiply by the numerator, and divide by the denominator.