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This unit involves sketching and interpreting graphs arisingfrom situations which are presented verbally or pictorially. No algebraic knowledge is required. The graph of a function allows us to translate between algebra and pictures or geometry. A function of the form f(x) = mx+b is called a linear function because In this section we explore the graphs of functions. Of particular in- terest, we consider the graphs of linear functions, quadratic functions, cubic. Download Free PDF D. R. Patil Chapter II : Functions and Graphs 2.1: Notation and Operations Definition: A function is defined as a relation that “maps” These functions can be visualized using a graphing calculator, and their properties can be described using the notation and terminology that will be introduced The Fundamental Graphing Principle for Functions. The graph of a function f is the set of points which satisfy the equation y = f(x). That is, the point (x, y) One way of doing this is to obtain a very accurate graph of f. Intercepts. With the aid of a graphing utility the graph of the function is given in FIGURE 3.1