Graph the line that has a slope of 6 and includes the point \( (0,0) \). Click to selest points on the graph.

To graph a line with a slope of 6 that goes through the point \( (0,0) \), you start at the origin. From there, for every unit you move to the right (increase in x by 1), you'll go up 6 units (increase in y by 6). So, starting from \( (0,0) \), the next point would be \( (1,6) \), and then \( (2,12) \), and so on. Connect these points to form a straight line! Fun fact: A slope of 6 means that for every 1 unit you move horizontally to the right, you rise a whopping 6 units! This steep incline means your line is quite the climber, making a sharp angle with the x-axis. Perfect for illustrating how quickly something can change! Also, if you ever need to remember this slope in real life, think about a hill you might hike. A slope of 6 might just make you feel like you’re on the steepest trail in the park!