 | James Stewart Eaton - 1864 - 322 σελίδες
....000975 by .15. 8. Divide 17.472 by .48. 9. Divide 234.7744 by 62.44. 10. Divide 58.794 by 12.3. . (b) If there are more decimal places in the divisor than in the dividend, the number may be made equal by annexing one or more ciphers to the dividend. The quotient will then... | |
 | S. G. Burked - 1865 - 180 σελίδες
...figures at the left of the decimal point as there are cyphers in the divisor, what do you do? 8 If there are more decimal places in the divisor than in the dividend, what do you do ? 9 What will the figures of the quotient then be? 10 How can you continue the division... | |
 | James Stewart Eaton - 1868 - 356 σελίδες
....000975 by .15. 8. Divide 17.472 by .48. 9. Divide 234.7744 by 62.44. 10. Divide 58.794 by 12.3. , (b) If there are more decimal places in the divisor than in the dividend, the number may be made equal by annexing one or more ciphers to the dividend. The quotient will then... | |
 | James Stewart Eaton - 1866 - 328 σελίδες
...completed unless the same other factor is in the original dividend ; for a 172. What shall be done when there are more decimal places in the divisor than in the dividend? What is done when there is a remainder? The cipher annexed is what? When can the division be completed?... | |
 | Thomas Percy Hudson - 1866 - 268 σελίδες
...same as if the divisor and dividend were whole numbers. Thus, ' "ttn — 327 CASE 3. — Suppose that there are more decimal places in the divisor than in the dividend. Take for example 120303-3 H- '327. 120303-3 -T- -327 = '-^p +- ^b = !2s|PX Jga = 367900 The true* quotient... | |
 | James Stewart Eaton - 1868 - 200 σελίδες
...sometimes indicated ? 10. Divide .06 by .0002. Ans. 300. 11. Divide .5 by .125. Ans. 4. NOTE 1. If there are more decimal places in the divisor than in the dividend, the number may be made equal by annexing one or more ciphers to the dividend. The quotient will then... | |
 | Isaac Stone - 1869 - 272 σελίδες
...clothes can be made from 34 yds. of cloth, allowing 4.25 yds. for each suit? Art. 156. Ex. 30. 6. If there are more decimal places in the divisor than in the dividend, what do you do ? What will the figures of the quotient then be ? Art. 157. 7. What do you dp after... | |
 | Isaac Stone - 1869 - 278 σελίδες
...clothes can be made from 34 yds. of cloth, allowing 4.25 yd.*, for each suit? Art. 15G. Ex. 30. G. If there are more decimal places in the divisor than in the dividend, what do you do ? '\Vhat will the figures of the quotient then be? Art. 157. 7. AVhat do you do after... | |
 | Shelton Palmer Sanford - 1872 - 404 σελίδες
...divisor. If there are not enough figures to point off, supply the deficiency by prefixing ciphers. II. When there are more decimal places in the DIVISOR than in the DIVIDEND, make the places equal by annexing ciphers to the dividend before dividing. The quotient in such cases... | |
 | Popular educator - 1876 - 854 σελίδες
...whole numbers. Thus, 1203-033 4- -327 = 'Jfëg* -г- ЙЬ = "IP X О = 3679. CASE 3. — Suppose that there are more decimal places in the divisor than in the dividend. Take, for example, 120303-3 -f- '327. 120303-3 -т- -327 = «s*™ -i- ¿£ = Щ&* X 48a = 367900.... | |
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... counted together, equal to the decimal places in the dividend. If there be not figures enough in the quotient to point off, prefix ciphers to supply the deficiency. 
