 | James Noyes - Arithmetic - 1808 - 168 pages
...denominators into each other for a new denomina» tor ; and you have .the fraction required. i ' S EXAMPLES. 1. Reduce | of a penny to the fraction of a pound. By comparing we find it to be ^ of Т1г of •£•§. *• 3 у 1 V 1 __ 3 _i- 1 'S Л 72 Л ï Û==T... | |
 | Samuel Webber - Mathematics - 1808 - 466 pages
...ofanother^ retaining the same value. RULE.* Make a compound fraction of it, and reduce it to a single one. EXAMPLES. 1 . Reduce | of a penny to the fraction of a pound. | of TV of ?V=TTTT=TTT the answer. And ¥)T of 2T° of y=H^jd. the proof. 2. Reduce f of a farthmg... | |
 | Zachariah Jess - Arithmetic - 1810 - 222 pages
...denominations between it and that to which it is to be reduced ; which fraction reduce to a single one. EXAMPLES. 1 Reduce -| of a penny to the fraction of a pound. $ of TV of т^=тг'77=т|тг. fach. 2 Reduce 4- of a farthing to the fraction of a shilling. facit... | |
 | Arithmetic - 1811 - 210 pages
...denominations between it and that to which it is to be reduced; which fraction reduce to a single one. EXAMPLES. 1. Reduce £ of a penny to the fraction of a pound. • ' I °f TT °f TV = T/*T == sfa of a pound. 2. Reduce | of a penny to the fraction of a pound.... | |
 | Samuel Webber - Arithmetic - 1812 - 260 pages
...' retaining- the same value. RULE.* Make a compound fraction of it, and reduce it to a single one. EXAMPLES. 1. Reduce £ of a penny to the fraction of a pound. 4 of TV of TV=T-&v=*TTr the answer. And 3-Jg of *T° of y=f|«=£d. the proof. 2. Reduce f of a farthing... | |
 | Nathan Daboll - Arithmetic - 1813 - 244 pages
...denomination you would reduce it to ; lastly, reduce this com vound fraction to a single one, by Case V. I EXAMPLES. 1. Reduce | of a penny to the fraction of a pound. By comparing it, it becomes | of T'« of f$ of a pound. Sxlxl 5 — - • - = - Ans. 6x 12x20 1440... | |
 | Nathan Daboll - Arithmetic - 1817 - 252 pages
...comparing it with all the denominations between it and that denomination you would reduce it to ; lastly, reduce this compound fraction to a single one, by Case V. '• . ) • EXAMPLES. 1. Reduce f of a penny to the fraction of a pound, By comparing it, it becomes f of TV of 5V of a pound. Y -... | |
 | Arithmetic - 1817 - 214 pages
...denominations between it and that to which it is to be reduced ; which fraction reduce to a single one. EXAMPLES. 1. Reduce £ of a penny to the fraction of a pound. I "f T7 "i" -r'o =T/4(T=-irTiF «fa pound. 3. Reduce f of a penny to the fraction of a pound. Result... | |
 | Nathan Daboll - Arithmetic - 1818 - 246 pages
...comparing it with all the denominations: between it and that denomination you would reduce it to ; lastly, reduce this compound fraction to -a single one, by...1. Reduce *- of a penny to the fraction of a pound. By comparing it, it becomes £ of -fa of ^ of a pound. 5x1x15 ^ = Jlns. 6Jx 12 x 20 1440 2. Reduce... | |
 | Arithmetic - 1818 - 264 pages
...denomination to which it is to be reduced. 2. Reduce the compound fraction, thus made, tp a simpl* one. (See Case V.) EXAMPLES'. 1. Reduce £ of a penny to the fraction of a poundBy comparing it, it becomes f of T'T of TJ- of a pound. 3X1X1 - — — = Yfa the answer. 6 X... | |
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Reduce the giveji fraction to such a compound one, as will express the value of the given fraction^ by comparing it with all the denominations: between it and that denomination you would reduce it to ; lastly, reduce this compound fraction to -a single... 
