Graph the points (1,3.5), (4.5,
–
3.5), and (
–
4,2.5) on the coordinate plane.
so, did you do it?
Google can provide many examples of plotting points in the plane.
To graph the points (1, 3.5), (4.5, -3.5), and (-4, 2.5) on the coordinate plane, follow these steps:
1. Draw two perpendicular lines that intersect at their zero points, creating the x and y axes.
2. Label the x-axis and y-axis accordingly.
3. Locate the first point (1, 3.5) on the graph. Start at the origin (0,0) and move 1 unit to the right along the x-axis. Then, move 3.5 units up along the y-axis. Place a dot at this point.
4. Locate the second point (4.5, -3.5) on the graph. Start at the origin (0,0) and move 4.5 units to the right along the x-axis. Then, move 3.5 units down along the y-axis. Place a dot at this point.
5. Locate the third point (-4, 2.5) on the graph. Start at the origin (0,0) and move 4 units to the left along the x-axis. Then, move 2.5 units up along the y-axis. Place a dot at this point.
6. Connect the dots with a straight line to represent the points on the graph.
Your graph should now have points (1, 3.5), (4.5, -3.5), and (-4, 2.5) correctly plotted.
To graph the points (1, 3.5), (4.5, -3.5), and (-4, 2.5) on the coordinate plane, follow these steps:
Step 1: Draw the x-axis and y-axis
Draw two perpendicular lines intersecting each other. The horizontal line is the x-axis, and the vertical line is the y-axis.
Step 2: Label the axes
Label the horizontal x-axis with numbers increasing to the right and decreasing to the left. Label the vertical y-axis with numbers increasing upwards and decreasing downwards.
Step 3: Locate the first point (1, 3.5)
Start at the origin (where the x-axis and y-axis meet), and move 1 unit along the x-axis to the right. Then move 3.5 units vertically upward from that point. Mark this location with a dot to represent the first point.
Step 4: Locate the second point (4.5, -3.5)
Start at the origin again and move 4.5 units along the x-axis to the right. Then move 3.5 units vertically downward from that point. Mark this location with a dot to represent the second point.
Step 5: Locate the third point (-4, 2.5)
Start at the origin once more and move 4 units along the x-axis to the left. Then move 2.5 units vertically upward from that point. Mark this location with a dot to represent the third point.
Step 6: Connect the dots
Using a straightedge, draw lines to connect the dots representing the points (1, 3.5), (4.5, -3.5), and (-4, 2.5). This will display the graph of the given points on the coordinate plane.
Congratulations! You have successfully graphed the points (1, 3.5), (4.5, -3.5), and (-4, 2.5) on the coordinate plane.