Final answer:
The question is about evaluating the function f(x) = x^(3/2), a high school math topic involving exponentiation and radical notation.
Step-by-step explanation:
The student question pertains to evaluating a function with a given input. Specifically, the function f(x) = x^(3/2) is to be examined, and likely various operations such as finding its value for certain x values or exploring its properties are expected. This falls clearly within the realm of High School Mathematics. Since the function is a simple power function, evaluating it involves raising the input value x to the power of 3/2, which corresponds with extracting the square root of x and then cubing the result, or vice versa.
In the given question, relevant concepts may include the process of cubing of exponentials, understanding exponential and radical notation, and applying proper algebraic manipulations to simplify or evaluate expressions. The provided examples such as solving quadratic equations, taking square roots, and completing the square indicate algebraic processes commonly taught in high school.