Question
This is a proportional relationship because the graph shows
Answers
GPT-4o mini
A proportional relationship is one where two quantities maintain a constant ratio. In the context of a graph, a proportional relationship will typically show a straight line that passes through the origin (0,0). Here are some characteristics that indicate the graph represents a proportional relationship:
1. **Straight Line**: The graph is a straight line.
2. **Passes Through the Origin**: The line crosses the origin (0,0), which means that when the input (independent variable) is zero, the output (dependent variable) is also zero.
3. **Constant Slope**: The slope (rate of change) of the line is constant, indicating that the ratio between the two quantities remains the same throughout the relationship.
If you have further details about the graph, I can help you analyze it more specifically!
1. **Straight Line**: The graph is a straight line.
2. **Passes Through the Origin**: The line crosses the origin (0,0), which means that when the input (independent variable) is zero, the output (dependent variable) is also zero.
3. **Constant Slope**: The slope (rate of change) of the line is constant, indicating that the ratio between the two quantities remains the same throughout the relationship.
If you have further details about the graph, I can help you analyze it more specifically!