Arithmetic, Designed for Academies and SchoolsA. S. Barnes, 1843 - 12 σελίδες |
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Σελίδα 75
... higher denomination , and this is the same way that simple numbers increase from the right to the left . Therefore , The denominations of federal money here expressed may be added , subtracted , multiplied , and divided , by the same ...
... higher denomination , and this is the same way that simple numbers increase from the right to the left . Therefore , The denominations of federal money here expressed may be added , subtracted , multiplied , and divided , by the same ...
Σελίδα 76
... higher denomination to a lower , as from dollars to cents . 2d . To reduce from a lower denomination to a higher , as from mills to dollars . Q. What is reduction ? How many kinds of reduction are there ? Name them . EXAMPLES . 1 ...
... higher denomination to a lower , as from dollars to cents . 2d . To reduce from a lower denomination to a higher , as from mills to dollars . Q. What is reduction ? How many kinds of reduction are there ? Name them . EXAMPLES . 1 ...
Σελίδα 90
... higher denomination to a lower . 2d . To reduce a number from a lower denomination to a higher . Q. What is reduction ? How many pounds and shillings in 24 shillings ? How many feet in a yard ? How many inches in a foot ? How many feet ...
... higher denomination to a lower . 2d . To reduce a number from a lower denomination to a higher . Q. What is reduction ? How many pounds and shillings in 24 shillings ? How many feet in a yard ? How many inches in a foot ? How many feet ...
Σελίδα 91
... higher denomination to a lower . RULE . I. Consider how many units of the next lower denomina- tion make one unit of the higher . II . Multiply the higher denomination by that number , and add to the product the number belonging to the ...
... higher denomination to a lower . RULE . I. Consider how many units of the next lower denomina- tion make one unit of the higher . II . Multiply the higher denomination by that number , and add to the product the number belonging to the ...
Σελίδα 92
... higher . RULE . I. Consider how many units of the given denomination make one unit of the next higher ; and take this number for a divisor : divide the given number by it and set down the remainder , if there be any . II . Divide the ...
... higher . RULE . I. Consider how many units of the given denomination make one unit of the next higher ; and take this number for a divisor : divide the given number by it and set down the remainder , if there be any . II . Divide the ...
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Άλλες εκδόσεις - Προβολή όλων
Arithmetic, designed for academies and schools, with answers Charles DAVIES (LL.D.) Πλήρης προβολή - 1843 |
Συχνά εμφανιζόμενοι όροι και φράσεις
2nd term 3rd term 4th term acres altitude annex apples arithmetical progression Arithmetical Series barrels bought bushels called carats cent per annum ciphers cloth cost common denominator common difference contains cords cube root Currency decimal fraction decimal places denominate number diameter dimes divide the product dividend division dollars equal EXAMPLES express extract the square Federal Money feet figures find the interest following RULE gallon give given number greatest common divisor Hence hogshead hundred hundredths improper fractions inches least common multiple less lower denomination lowest terms merchant miles millionths mills mixed number mixture months multiplicand multiply number of terms one-half OPERATION paid payment pence pounds prefixing present value proportion quotient ratio Reduce remainder shillings simple numbers solid square root subtract sugar tare thousandths tiply Troy weight units vulgar fraction weight whole number wine yards cost yards of cloth