Answer: To graph the proportional relationship between the weight and total cost of the bags of oranges, you can use a scatter plot. Here's how you can do it:
1. On the x-axis (horizontal axis), you will plot the weight of the bags of oranges. In this case, the weights are 4.3 pounds and 4.9 pounds.
2. On the y-axis (vertical axis), you will plot the corresponding total cost of the bags of oranges. In this case, the costs are $10.32 and $11.76.
3. Plot the first bag of oranges at the coordinates (4.3, $10.32) on the graph.
4. Plot the second bag of oranges at the coordinates (4.9, $11.76) on the graph.
5. Once you have plotted both points, draw a straight line connecting them.
The resulting graph will show a straight line passing through the two plotted points. This indicates that there is a proportional relationship between the weight and total cost of the bags of oranges. As the weight increases, the total cost also increases, maintaining a constant rate of change.
Remember, the graph should always include labeled axes (x-axis and y-axis) with appropriate units (pounds and dollars) to make it clear what is being represented. Additionally, adding a title to the graph can provide further clarity.
Step-by-step explanation:
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