Complete a table for a function graph

Learning Objectives Identify the x-axis and y-axis on a coordinate plane. Locate specific points on a graph using ordered pairs (x, y). Accurately read the x-coordinate and y-coordinate for a given point on a graph. Transfer coordinate pairs from a graph into a two-column table. Organize data systematically in a table based on a function graph. Recognize simple patterns between x and y values derived from a graph. Have you ever used a map to find a treasure? 🗺️ Just like a map helps us find places, graphs help us see how things are connected! In this lesson, you'll learn how to read information from a picture graph and put it into an organized table. This skill helps us understand data better and see patterns more clearly. Real-World Applications Tracking the growt...

TermDefinitionExample Coordinate PlaneA flat surface formed by two number lines that cross each other, used to locate points.Imagine a grid on a piece of paper where you can pinpoint any spot. x-axisThe horizontal (side-to-side) number line on the coordinate plane.When you walk across a room, you're moving along the x-axis. y-axisThe vertical (up-and-down) number line on the coordinate plane.When you climb stairs, you're moving along the y-axis. OriginThe special point (0,0) where the x-axis and y-axis cross. It's the starting point for counting.The very center of a crosshair target. Ordered Pair (Coordinate Pair)A pair of numbers, written as (x, y), that tells you the exact location of a point on the coordinate plane. The first number is the x-coordinate, and the second is...

Reading an Ordered Pair An ordered pair is always written as $(x, y)$. The first number, $x$, tells you how far to move horizontally (left or right) from the origin. The second number, $y$, tells you how far to move vertically (up or down) from the origin. Locating a Point on a Graph To find a point $(x, y)$ on a graph, start at the origin $(0,0)$. Move $x$ units horizontally (right if $x$ is positive). Then, from that new spot, move $y$ units vertically (up if $y$ is positive). This rule ensures you always find the correct spot for any given ordered pair on a graph, especially in the first quadrant. Transferring Points to a Table For each point on a graph, identify its ordered pair $(x, y)$. Then, write the $x$-value in the 'x' column of your table and the $...