Question

Express 6 1/2 in simplest radical form

Answer 1

Answer in picture below:

Answer 2

The conversion of the exponent into the simplest radical form will be √6.

How do convert the exponent into the simplest radical form?

If an is a true figure and n is a numeric value bigger than 1, then $\sqrt[\rm n]{\rm a} =\left ( \rm a \right ) ^{\frac{1}{ \rm n}}$, where the symbol is referred to as the radical, and is referred to as the dividing a large, and n is referred to as the index.

If the power of the variable "a" is b/c.

Then the simplest radical form of the expression will be

$\rm \left ( a \right )^{\rm \frac{b}{c}} = \rm \sqrt[\rm c]{\rm a^b}$

The expression is given below.

$\rightarrow \left (6 \right ) ^{\frac{1}{2}}$

The conversion of the exponent into the simplest radical form will be

$\left (6 \right ) ^{\frac{1}{2}} = \sqrt[2]{(6)^1} = \sqrt6$

The conversion of the exponent into the simplest radical form will be √6.

More about the simplest radical form link is given below.

https://brainly.com/question/7440652

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