## Daboll's Schoolmaster's Assistant: Improved and Enlarged : Being a Plain and Practical System of Arithmetick Adapted to the United States |

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Page 31

The

divide by. 3. The Quotient, or answer to the question, which shows how many

times the divisor is contained in the

...

The

**Dividend**, or number given to be divided. 2. The Divisor, or number given todivide by. 3. The Quotient, or answer to the question, which shows how many

times the divisor is contained in the

**dividend**. 4. The Remainder, which is always...

Page 32

First, seek how many times the divisor is contained in as many of the left hand

figures of the

the divisor can be multiplied by, so as to produce a product that shall not exceed

...

First, seek how many times the divisor is contained in as many of the left hand

figures of the

**dividend**as are just necessary : (that is, find the greatest figure thatthe divisor can be multiplied by, so as to produce a product that shall not exceed

...

Page 33

16. Divide 280208122081 by 912314. Quotient, 3071.40; ori. MORE EXAMPLES

FOR EXERCISE. Divisor.

327879186( 91S2 987654(98864.1654 )---0 - CASE II. When there are ciphers at

...

16. Divide 280208122081 by 912314. Quotient, 3071.40; ori. MORE EXAMPLES

FOR EXERCISE. Divisor.

**Dividend**. Remainder. 234063)5906249.22( o 47614)327879186( 91S2 987654(98864.1654 )---0 - CASE II. When there are ciphers at

...

Page 34

Hos. Mono. Ex-MPLEs. Divisor.

Quotient. ) 0. 120000)14959647S( ) 76.478 00:0000543.17230, )??1230

720,000 987654000s )534000 CASE III. short Division is when the Divisor does

not exceed 12.

Hos. Mono. Ex-MPLEs. Divisor.

**Dividend**. Remains. 125000)4362.50000Quotient. ) 0. 120000)14959647S( ) 76.478 00:0000543.17230, )??1230

720,000 987654000s )534000 CASE III. short Division is when the Divisor does

not exceed 12.

Page 35

When the divisor is such a number, that any two figures in the Table, being

multiplied together, will produce it, divide the given

figures; the quotient thence arising by the other; and the last quotient will be the

answer.

When the divisor is such a number, that any two figures in the Table, being

multiplied together, will produce it, divide the given

**dividend**by one of thosefigures; the quotient thence arising by the other; and the last quotient will be the

answer.

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