RADICALS
A radical is an expression of the form n√x which denotes the principal nth root of x.
n√x = x(1/n)
where:
n – index
x – radicand
√ – radical sign or symbol
in terms of fractional exponent:
n√xm = (n√x)m = xm/n
PROPERTIES OF RADICALS
1. n√xm = (n√x)m
2. n√x ·n√y = n√(xy)
3. (n√x) / (n√y) = n√(x/y), y ≠ 0
4. m√(n√x) = mn√x
5. (n√x)n = x
6. (n√xn) = | x |, (n = even)
(n√xn) = x, (n = odd)
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