This math topic focuses on calculating the average rate of change using graphs by examining the slope of secant lines between two specified points on the graph. Pertinent to broader discussions of functions and their behaviors, this practice allows students to understand how function values change over intervals, which is foundational for exploring rates of change in real-world contexts. Each problem presents a graph with two marked points, and students are tasked with determining the average rate of change over that interval, reinforcing the link between algebraic concepts and their geometric interpretations.
Work on practice problems directly here, or download the printable pdf worksheet to practice offline.