- ½ n√ a - √ aa - 1
(3) y =
½ /
n√ a - √ aa - 1
+ ½
n√ a - √ aa - 1 or,
(4) y =
½ /
n√ a - √ aa - 1
+
½ /
n√ a + √ aa - 1
Here it is to be noted, that if
n - 1 / 2
be an odd Number, the Sign of the Root found must be contrary to it.
Let an Equation be propos'd 5y - 20y3 + 16y5 = 6, whence n = 5, and a = 6, and the Root will be
= ½