A Description of the Visible Numerator: With Instructions for Its Use ... Designed to Impart to Learners a Clear and an Adequate Knowledge of the Principles of Arithmetic, and to Accompany the Apparatus |
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Page 23
... begin to be puzzled in studying Arithmetic ; and you will see , when I do point out to you this spot , that the difficulty and obscurity commences there . Supposing , then , that after writing the figure 3 on your slate , or on the ...
... begin to be puzzled in studying Arithmetic ; and you will see , when I do point out to you this spot , that the difficulty and obscurity commences there . Supposing , then , that after writing the figure 3 on your slate , or on the ...
Page 25
... begin with the one at the right and say units , calling the second one from the right tens ; the third hundreds ; the fourth thousands ; the fifth tens of thousands , and the sixth hundreds of thousands . To commit this to memory is ...
... begin with the one at the right and say units , calling the second one from the right tens ; the third hundreds ; the fourth thousands ; the fifth tens of thousands , and the sixth hundreds of thousands . To commit this to memory is ...
Page 27
... begin to numerate at the right hand , you will have first a unit , secondly a ten , thirdly a hundred , fourthly a thousand , fifthly a ten thou- sand , and sixthly a hundred thousand . All the six Is make what is called a PERIOD in ...
... begin to numerate at the right hand , you will have first a unit , secondly a ten , thirdly a hundred , fourthly a thousand , fifthly a ten thou- sand , and sixthly a hundred thousand . All the six Is make what is called a PERIOD in ...
Page 28
... begin with the smallest solids . First , then , there are 3 solids of a unit , that is , 3 units . Set down the 3 on the slate and place the 3 solids of a unit by themselves on the table as you see in Plate II . Figure 4. Secondly ...
... begin with the smallest solids . First , then , there are 3 solids of a unit , that is , 3 units . Set down the 3 on the slate and place the 3 solids of a unit by themselves on the table as you see in Plate II . Figure 4. Secondly ...
Page 29
... begin with the largest solids first , instead of the smallest , as we did before , ) then the 5 solids of ten at the left of the 2 solids of a hundred , and , lastly , the 3 solids of a unit at the left of all . You may , likewise ...
... begin with the largest solids first , instead of the smallest , as we did before , ) then the 5 solids of ten at the left of the 2 solids of a hundred , and , lastly , the 3 solids of a unit at the left of all . You may , likewise ...
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A Description of the Visible Numerator: With Instructions for Its Use ... Oliver A Shaw No preview available - 2016 |
A Description of the Visible Numerator: With Instructions for Its Use ... Oliver A Shaw No preview available - 2016 |
Common terms and phrases
11 equal 14 pence 22 equal 24 units 9 tens 9 units answer ascer black board books on Arithmetic call the solid carry comma contained cube root cyphers annexed Decimal Fractions denomination denoting divide Dividend Division Divisor Example expressed in figures farthings hundred and fifty-three hundred and six hundred and three hundred thousand hundred's place hundreds 3 tens hundredths illustration lastly learner leaves 9 left hand means merator millions mind minuend mode multi multiplicand multiply hundreds multiply tens operation order of units penny place of pence Plate XI principles pupil quotient qurs remain right hand sandths say twice sextillions shilling signify simple slate solid feet solid of ten square root subtract subtrahend ten's place tenths of thousandths thing thou thousand two hundred thousand's place three hundred three tens three units unit's place Visible Numerator Vulgar Fractions whole numbers Write in figures write the figure written
Popular passages
Page 73 - Multiply the numerators together for a new numerator, and the denominators together for a new denominator.
Page 90 - ... from the left hand period, and to the remainder bring down the next period for a dividend.
Page 20 - In any proportion, the product of the means is equal to the product of the extremes.
Page 57 - By division we ascertain how often one number is contained in another. The number to be divided is called the dividend. The number to divide by is called the divisor. The number of times the dividend contains the divisor is called the quotient.
Page 26 - That is, ten units make one ten, ten tens make one hundred, ten hundreds make one thousand, and so on.
Page 86 - Point off the given number into periods of two figures each, by putting a dot over the units, another over the hundreds, and so on. These dots show the number of figures of which the root will consist.
Page 19 - In general, when we have occasion to consider quantities less than unity, we suppose unity divided into a certain number of parts, sufficiently small to be contained a certain number...
Page 25 - ... tens; the third, hund-reds; the fourth, thousands; the fifth, tens of thousands ; the sixth, hundreds of thousands; the seventh, millions, etc.
Page 20 - That is — If the first be to the second as the third is to the fourth : the first and second together are to the second as the third and fourth together are to the fourth.
Page 81 - To find the interest of any sum in federal money, at 6 per cent., it is only necessary to multiply the principal by the interest of $ 1 for the given time, found as above directed, and written as a decimal fraction, remembering to point off as many places for decimals in the product as there are decimal places in both the factors counted together.