..." 10. « 3256 ' 1661. 4265 " 116|. 70. To divide by any number but little less than 100, 1000, &c. RULE. — Cut off from the right of the dividend as many figures as the divisor contains. Multiply the figures on the left of the point by the difference between the divisor...

...is 1, ciphers annexed, we use the HOLE. Out off from the right of the dividend as many fijuret a» there are ciphers at the right of the divisor ; the remaining figures will be the quotient ; those cut off will be the remainder EXAMPLES. 1 Divide 3750 by 10. Ant. 375....

...42097412 by 10000. Ans. 4209 and 7412 over; hence, Learn by heart : To divide by any power of 10, strike off from the right of the dividend as many figures as there are ciphers in the divisor. This is evidently the converse of the rule in Ch. VI. § 5. Divide £23519. 12s. Ца....

...593897 by 144SECTION III. When the divisor is 10, 100, 1000, &c., the division is effected by cutting off from the right of the dividend as many figures as there are noughts in the divisor. Example. — Divide 583 by 100. Here 583 is 5 hundreds and 83, therefore the...

...Rules I. When the divisor is less than a power of 10 by a convenient number called the complement, cut off from the right of the dividend as many figures as the given power has ciphers, multiply the part on the left by the complement, write the result under...

...by 100. Thus, 678.9-i-10=67.89; 678.9-i-100=6.789. If a divisor ends in one or more ciphers, point from the right of the dividend as many figures as there are ciphers on the right of the divisor; divide what is left of the dividend by the significant figures of the...

...by 100. By 1000. To Divide any Number by 10, 100, 1000, or i with any Number of Zeros annexed. 86. Rule. — Cut off from the right of the dividend as many figures as there are O's in the divisor. Tfte remaining figures al the left represent the quotient, and those cut off represent...

...3)1005 65. When the divisor is 10, 100, 1000, etc., the quotient is obtained, at once, by cutting off at the right of the dividend as many figures as there are ciphers in the divisor. For, since figures are multiplied by 10 by annexing one cipher, by 100 by annexing...

...taking the balance — of the dividend for a quotient. Hence, to divide by 10, 100, etc., we have the RULE. — Cut off from the right of the dividend as...ciphers at the right of the divisor; the remaining ßgures of the dividend will be the quotient, and those cut off on the right will be the remainder....

...dividing the Divisor affect the Quotient? It multiplies it. 30. How do we divide by 10, 100, 1000, etc. ? Cut off from the right of the dividend as many figures as there are ciphers in the divisor. The left hand figures of the dividend will be the quotient, and the figures cut off,...