The course of arithmetic as taught in the Pestalozzian school, Worksop. [With] Answers1854 |
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Page viii
... Remainder , Difference , or Excess . 53 Definition of Subtraction . - Minuend and Subtrahend . 54 Explanation of - . 55 Preparatory Exercises . 56 , 57 The operation of Subtraction explained . 58 Inference drawn from 57 . 59 The process ...
... Remainder , Difference , or Excess . 53 Definition of Subtraction . - Minuend and Subtrahend . 54 Explanation of - . 55 Preparatory Exercises . 56 , 57 The operation of Subtraction explained . 58 Inference drawn from 57 . 59 The process ...
Page ix
... remainder . 113 , 114 Method to find the greatest common measure of two numbers . 115 Common measure of two numbers , one of which is a prime number . 116 Numbers which have no common measure except 1 . 117 Greatest common measure of ...
... remainder . 113 , 114 Method to find the greatest common measure of two numbers . 115 Common measure of two numbers , one of which is a prime number . 116 Numbers which have no common measure except 1 . 117 Greatest common measure of ...
Page 14
... remainder is 173 . 15. A father is 49 years older than his son , who is 12 years old ; the daughter is five years older than the son , and the mother is 23 years older than the daughter . What are the ages of the father and mother ? 16 ...
... remainder is 173 . 15. A father is 49 years older than his son , who is 12 years old ; the daughter is five years older than the son , and the mother is 23 years older than the daughter . What are the ages of the father and mother ? 16 ...
Page 16
... Remainder 465968 9 units from 17 units leave 8 units ; 4 tens from 10 tens leave 6 tens ; 7 hundreds from 16 hundreds leave 9 hundreds ; 5 thousands from ten thousands leave 5 thousands ; 4 16 COURSE OF ARITHMETIC . The operation of ...
... Remainder 465968 9 units from 17 units leave 8 units ; 4 tens from 10 tens leave 6 tens ; 7 hundreds from 16 hundreds leave 9 hundreds ; 5 thousands from ten thousands leave 5 thousands ; 4 16 COURSE OF ARITHMETIC . The operation of ...
Page 17
... remainder be equal to the subtrahend , the work , in all probability , is correct ; for the minuend may be considered as the sum of the subtrahend and difference . 63. EXERCISES . 1. The authorised version of the Old Testament contains ...
... remainder be equal to the subtrahend , the work , in all probability , is correct ; for the minuend may be considered as the sum of the subtrahend and difference . 63. EXERCISES . 1. The authorised version of the Old Testament contains ...
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Common terms and phrases
1st method 2nd method acres amount annum avoirdupois bought bushel called cent ciphers circumference common difference common fraction compound quantity contained cost cube root cubic inches decimal places denominator diameter discount divide a fraction dividend division divisor dwts equal example exchange EXERCISES Express factors farthings feet Find the number Find the sum Find the value florins francs gain gallon given greatest common measure guinea Hence hundreds improper fraction integer interest logarithms miles minutes mixed quantity months multiplicand number of terms operation paid pence performed person piastres piece pounds present worth principal quotient receive recurring decimal Reduce remainder result Rix-dollars rubles selling share shillings sold square root sterling subtracted tare tens thousandths Troy weight units vulgar fractions weight whole number Worksop yards of cloth
Popular passages
Page 238 - ... one grain of wheat for the first square, two for the second, four for the third, and so on, doubling...
Page 40 - 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 numerator; under this sum write the denominator.
Page 238 - Sessa requested that he might be allowed one grain of wheat for the first square on the chess board, 2 for the second, 4 for the third, and so on, doubling continually, to 64, the whole number of squares. Now, supposing, a pint to contain 7680 of these grains, and one quarter or 8 bushels to be worth yja 6d, it is required to compute the value of all the corn ? Ans.
Page 128 - XV — 24, as shown in the operation. 2. 5 compositors, in 16 days, of 14 hours each, can compose 20 sheets of 24 pages in each sheet, 50 lines in a page, and 40 letters in a line; in...
Page 286 - The real resistance to a plane, from a fluid acting in a direction perpendicular to its face, is equal to the weight of a column of the fluid, whose base is the plane...
Page 53 - Multiply the numerator of the dividend by the denominator of the divisor...
Page 48 - To Multiply a Fraction by a Whole Number. Multiply the numerator by the whole number and divide the product by the denominator.
Page 43 - Divide the given number by any prime factor ; divide the quotient in the same manner, and so continue the division until the quotient is a prime number. The several divisors and the last quotient will be the prime factors required.