Function values play a crucial role in mathematics, serving as the building blocks for understanding functions and their behavior. From simple linear functions to complex trigonometric and exponential functions, the concept of function values provides insight into the relationship between input and output variables. Let’s explore the significance of function values and how they are calculated and interpreted across different types of functions.

Understanding Function Values

At its core, a function is a mathematical relationship that assigns each input value from a set (called the domain) to exactly one output value from another set (called the range). Function values, also known as output values or images, represent the result of applying a function to a specific input value. In essence, function values express the “y” values corresponding to different “x” values in the context of a function graph.

Calculation of Function Values

The process of calculating function values involves …