| Philip Ronayne - Algebra - 1717 - 478 pages
...Sea. i. Chap. Ц.) And whole Qjumjties by fobicnbing an U»it under each of them : then ÏÏ11ÏC. Multiply the Numerators together for a new Numerator, and the Denominators together for a new Denominator ; then this new Fra&ion is the Produit required. Extmpki. Suppofe it was required to Multiply... | |
| John Ward (of Chester.) - Mathematics - 1724 - 480 pages
...them improper fractions, and whole Qwttilies by fabfaiking an Unit under them. As fer Sect. 3. Then Multiply the Numerators together for a new Numerator: And the Denominators together for a new Denominator. As iff V«l* gar Fractions. Thus 1X2 ab 't abd •2ddJf.dc b Suppofe it were required... | |
| John Hill - Arithmetic - 1764 - 424 pages
...fractions, and compound fractions into lingle, abbreviating where occafion is ; then the rule is, Mul tiply the numerators together for a new numerator, and the denominators together for a new denominator, which numerator and denominator is the produd fought. EXAMPLES. I. Let us multiply -rj-... | |
| Daniel Fenning - Arithmetic - 1765 - 368 pages
...reduced to Simple ones, as before direfted, and Mixt Numbers to Improper Fractions. Then the Rule is, multiply the Numerators together for a new Numerator, and the Denominators together for a new Denominator, and the work is done. Multiply f by|. Anf. ||. For 4X3—12 NN 7X6— 42 ND 2. Multiply... | |
| Gilbert Dyer - Arithmetic - 1770 - 240 pages
...tkeir loweft Terms by a common Meafure. 41. To reduce compound FracJions to jingle Ones, Multiply tlie Numerators together for a new Numerator, and the Denominators together for a new Denominator. Nate, In Reducing or Multiplying Fra&ions, if the fame No. or No's. or the component Parts... | |
| John Bonnycastle - Algebra - 1782 - 226 pages
...take ^— ^ ^ '* r,.,,. i ' Difference 2X+ , PROBLEM VIII. ft multiply fraSional yuaiititits together. RULE. Multiply the numerators together for a new numerator, and the denominators for a new denominator, and it will give the produfit required. EXAMPLES: i. Find the produft of-f.... | |
| John Mole - Algebra - 1788 - 346 pages
...the Denominator of the Fradion. CASE VIII. To multiply one Frafïion by another. RULE. Multiply their Numerators together for a new Numerator, and the Denominators together for a new Denominator. ab ab a + l> a- It Thus - x - = - Produit; ' - x - tx ex cd — T~~j the Produit; and... | |
| Elias Voster - Business mathematics - 1792 - 296 pages
...MULTIPLICATION of FRACTIONS. SECT. I. f I HO multiply a Simple FRACTION by a Simple \_ FRACTION. Rule 1. Multiply the Numerators together for a new Numerator, and the Denominators together, for a new Denominator, and -tit dene. 95 Example. I multiplied by 4 produce -}|. Thus, 8 ir fir Produd H Multiply... | |
| Thomas Simpson - Algebra - 1800 - 448 pages
...+*<•+". a + l> a + b 2". A compound fraflivn is reduced to a fimple one of the fame value, by multiplying the numerators together for a new numerator, and the denominators together for a new denominator. But by a compound fraction here, we are not to unlatter : for in reducing to the loweft... | |
| Maria Gaetana Agnesi - Calculus - 1801 - 724 pages
...multiplication of fra&ions requires no fuch preparation, but is performed directly, by multiplying the numerators together for a new numerator, and the denominators together for a new denominator. The product:, or fraction thence arifing, may often be reduced by fome of the foregoing... | |
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