Answer – The value of 4 raised to the fractional exponent is 8.
Explanation:
A fractional exponent, in simple words, is a number in the form of a fraction to which another number called the base is raised. It is an exponent involving both a power and a root of the base being expressed together.
Any base x when raised to a fractional exponent is equal to the nᵗʰ root of x raised to the power m. This can be expressed in the form of an equation as follows:
So, if we have 2 in place of the denominator n, we take the square root of x. Similarly, if 3 is the denominator, then we take the cube root of x, and so on. We can now use this information to find the value of .
can be expressed as .
So, the value of is found to be 8.