| John Bonnycastle - Algebra - 1806 - 208 pages
...where the numerator (hews the power to which the quantity is to be raifed and the denominator its root. **PROBLEM I. To reduce a rational quantity to the form of a** turd. RULE. Raife the quantity to a power equivalent to that denoted by the index of the furd, and... | |
| Samuel Webber - Mathematics - 1808 - 470 pages
...numerator shows the power, to which the quantity is to be raised, and the denominator its root. i PR0BLEM **I. To reduce a rational quantity to the form of a surd.** RULE, Raise the quantity to a power equivalent to that, denoted by the index of the surd ; then over... | |
| Charles Hutton - Mathematics - 1811
...the numerator shows the power to which the quantity is to be raised, and the denominator its root. **PROBLEM I. To Reduce a Rational Quantity to the Form of a Surd. RAISE the** given quartity to the power denoted by the index of the surd ; then over or before this new quantity... | |
| John Bonnycastle - Algebra - 1811 - 220 pages
...the numerator shows the power to which the quantity is to be raised, and the denominator its root. **PROBLEM I. To reduce a rational quantity to the form of a surd.** RULE. Raise the quantity to a power equivalent to that denoted by the index of the surd, and over this... | |
| John Bonnycastle - Algebra - 1813 - 456 pages
...2^, denotes the i square root of 2 ; and %/ar, or a% is the square of the cube root of a, &c. CASE **I. To reduce a rational quantity to the form of a surd.** RULE. Raise the quantity to a power corresponding with that denoted by the index of the surd ; and... | |
| Charles Hutton - Mathematics - 1816
...the numerator shows the power to which the quantity is to be raised, and the denominator its root. **PROBLEM I. To Reduce a Rational Quantity to the Form of a Surd. RAISE the** given quantity to the power denoted by the index oi' the surd; then owr or belore this new quantiiy... | |
| John Bonnycastle - Algebra - 1818 - 260 pages
...denotes the square root of 2 ; and jj ]/<ta, oro3, is the square of the cube root of a, &c. (q) CASE **I. To reduce a rational quantity to the form of a surd.** RULE. Raise the quantity to a power corresponding with that denoted by the index of the surd ; and... | |
| Charles Hutton - Mathematics - 1822 - 618 pages
...numerator shows the power to which the quantity is to be raised, and the denominator its rootPROBLEM **I. To Reduce a Rational Quantity to the Form of a Surd. RAISE the** given quantity to the power denoted by the index of the surd : then over or before this new quantity... | |
| Enoch Lewis - Algebra - 1826 - 166 pages
...The following cases exhibit the most useful applications of algebra to surd quantities. CASE I. 107. **To reduce a rational quantity to the form of a surd. Raise the** given quantity to the power denoted by the index of the surd, and to this power apply the radical sign... | |
| Peter Nicholson - Algebra - 1831 - 326 pages
...denotes the cube root of the square of a, m and y am, or a" is the nth root of the mth power of a. **PROBLEM I. To reduce a rational quantity to the form of a surd.** RULE. — Raise the quantity to the power which the index of the surd indicates ; and place the radical... | |
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