radical form
(root √x) ^power*imaginary 2
Radical form is a way of representing mathematical expressions involving roots of numbers. It is a way of representing surds, which are irrational numbers that do not have a finite decimal representation. A radical expression is written as a square root or cube root of a number or variable.
For example, the square root of 16 is written as √16 or 4 in radical form. Similarly, the cube root of 27 is written as ∛27, which is equal to 3 in radical form.
In general, a radical expression can be written in the form:
√(a) or ∛(a) or ⁿ√(a)
where ‘a’ is the number or variable under the square root or cube root sign, and ‘n’ represents the index of the radical.
Radical form is useful in many areas of mathematics, including geometry, algebra, and calculus. It helps simplify expressions and solve equations that involve radicals.
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