 | John Hill - Arithmetic - 1716 - 496 pages
...greateu Denomination, reduced into the Parts of the id, the Quofienr fhall. be of the lame Denomination with the 3d, and the Remainder muft be multiplied by a Number which in the 4_th Denomination is equal to an Integer, in the 3d, the Quotient (hall be of that 4 th Denomination,... | |
 | John Hill - Arithmetic - 1765 - 428 pages
...integer in the 2d, the quotient fhall be of the 3d denomination ; and if there be yet a remainder, it muft be multiplied by a number which in the 4th denomination is equal to an integer in the 3d, and divided as before, the quotient fhall be of the 4th denomination: and fo fqrward till the remainder... | |
 | Beriah Stevens - Arithmetic - 1822 - 436 pages
...in the 2d, the quotient shall be of the 3d denomination : And if there be yet a remainder, it must be multiplied by a number, which in the 4th denomination, is equal to aD integer in the 3d, and divided as before, the quotient shall be of the 4lh denomination ; and so... | |
 | Daniel O'Gorman - 1847 - 152 pages
...the 2nd, the quotient shall be of the 3rd denomination ; and if there be still a remainder, it must be multiplied by a number, which, in the 4th denomination is equal to an integer in the 3rd, and divided as before, the quotient will be of the 4th denomination, and so on till A E I N B... | |
 | Daniel O'Gorman - 1853 - 246 pages
...yard. Or thus 3 1 3f 8 A E в F с » D H 1 к L м S о P Q if there be still a remainder, it must be multiplied by a number, which, in the 4th denomination, is equal to an integer in the 3rd ; and divided as before, the quotient will be of the 4th denomination, and so on till the remainder... | |
 | Daniel O'Gorman - Ready-reckoners - 1856 - 186 pages
...2nd — the quotient shall be of the 3rd denomination ; and if there be still a remainder, it must be multiplied by a number, which, in the 4th denomination, is equal to an integer in the 3rd ; and divided as before, the quotient will be of the 4th denomination, and so on till tha remainder... | |
| |
... a remainder, it must be multiplied by a number, which, in the 3rd denomination, is equal to an integer in the 2nd — the quotient shall be of the 3rd denomination ; and if there be still a remainder, it must be multiplied by a number, which, in the... 