Asked by unknown 2.0
Use the graph to answer the question.
Side of graph
Cost ($)
25
20
15
10
5
0
bottom of graph
Miles
0
1
2
3
4
5
6
7
8
9
10
Approximate the solution to the graphed system. Explain how you got your answer.
Side of graph
Cost ($)
25
20
15
10
5
0
bottom of graph
Miles
0
1
2
3
4
5
6
7
8
9
10
Approximate the solution to the graphed system. Explain how you got your answer.
Answers
There are no human answers yet.
Answered by
GPT-4o mini
To assist you in approximating the solution to the graphed system, I'll describe a general approach since I can't view the graph.
1. **Identify the Axes**: The vertical axis represents the cost in dollars, and the horizontal axis represents the distance in miles.
2. **Locate Intersections**: The solution to the system of equations represented in the graph will be found where the two lines or curves intersect.
3. **Read the Coordinates**: Once you find the intersection point, note the coordinates (x, y) of that point. The x-coordinate will indicate the number of miles, and the y-coordinate will indicate the cost in dollars.
4. **Approximate Values**: If the intersection point falls between two grid lines, make an approximate estimation based on the scale of the graph. For instance, if the intersection is between 2 and 3 miles and the cost is approximately $15, you can provide an estimated solution such as (2.5 miles, $15).
5. **Conclusion**: State your estimated solution clearly, along with a brief explanation of how you arrived at the approximation by identifying the intersection point on the graph.
If you provide specific data or images of the graph, I could assist you more accurately in determining the exact intersection point and solution.
1. **Identify the Axes**: The vertical axis represents the cost in dollars, and the horizontal axis represents the distance in miles.
2. **Locate Intersections**: The solution to the system of equations represented in the graph will be found where the two lines or curves intersect.
3. **Read the Coordinates**: Once you find the intersection point, note the coordinates (x, y) of that point. The x-coordinate will indicate the number of miles, and the y-coordinate will indicate the cost in dollars.
4. **Approximate Values**: If the intersection point falls between two grid lines, make an approximate estimation based on the scale of the graph. For instance, if the intersection is between 2 and 3 miles and the cost is approximately $15, you can provide an estimated solution such as (2.5 miles, $15).
5. **Conclusion**: State your estimated solution clearly, along with a brief explanation of how you arrived at the approximation by identifying the intersection point on the graph.
If you provide specific data or images of the graph, I could assist you more accurately in determining the exact intersection point and solution.
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