The expression x^3/4 represents a mathematical function where x is raised to the power of \frac34 . This can be understood as taking the fourth root of x and then cubing the result. In simpler terms, it combines two operations: first, finding the fourth root, and second, multiplying that root by itself three times. This type of expression is common in algebra and calculus, often appearing in problems involving growth rates or geometric shapes. Understanding x^3/4 can help in solving equations and modeling real-world scenarios, such as in physics or economics, where relationships between variables are analyzed.