...quotient, and add the remainder to the product. This should, as already explained, give the dividend. (2.) Subtract the remainder, if any, from the dividend, and divide the difference HO obtained by the quotient. The result should be equal to tho divisor, if the working be correct....

...add the remainder ; the sum should be equal to the dividend. Or, Subtract the remainder, if there is any, from the dividend, and divide the difference by the quotient ; the result should be equal to the original divisor. NOTE 1. Commence the division by taking the fewest figures...

...figure of the dividend brought down, and so on until the number is large enough to contain the divisor. ART. 53. Second Method of Proof. — Add together...commonly employed. QUESTIONS. — Art. 52. What is the genera] rule for long division? How may you know when the quotient figure is too smalt ? How may you...

...NOTE 2. — If, at any time, the divisor, multiplied by the quotient figure, produces a product larger than the part of the dividend used, it shows that...is right. NOTE. — The first method of proof (Art. 60) is usually most convenient, and is most commonly employed. QUESTIONS. — Art. 52. What is the...

...figures, and the result will be like the dividend, if the work be right. 77i Fourth Method of Proof. — Subtract the remainder, if any, from the dividend,...result will be- like the original divisor, if the work be right. NOTE. — The first method of proof (Art. 74) is usually most convenient, and is most commonly...

...figures, and the result will be like the dividend, if the work be right. 77i Fourth Method of Proof. — Subtract the remainder, if any, from the dividend,...result will be like the original divisor, if the work be right. NOTE. — The first method of proof (Art. 74) is usually most convenient, and is most commonly...

...figures, and the result will be like the dividend, if the work be right. 77. Fourth Method of Proof. — Subtract the remainder, if any, from the dividend,...result will be like the original divisor, if the work be right. NOTE. — The first method of proof (Art. 74) is usually most convenient, and is most commonly...

...quotient figure is too large, and must be diminished. 79. PROOF. 1. The same as in short division. Or, 2. Subtract the remainder, if any, from the dividend, and divide the difference by the quotient ; if the result be the same as the given divisor, the work is correct. 80. The operations in long division...

...remainder after dividing all the figures of the dividend, it must be written as directed in the prqpding rule. ART. 53 , Second Method of Proof '. — Add...and is most commonly employed. > QUESTIONS. — Art. 62. What is the general rule for long division ? How may you know when the quotient figure is too small...

...quotient, and add the remainder to the product. This should, as already explained, give the dividend. (2.) Subtract the remainder, if any, from the dividend, and divide the difference so obtained by the quotient. The result should be equal to the divisor, if the working be correct....