To determine which graph represents a proportional relationship with the same unit rate as the table, we need to analyze the values provided in the table. Since I cannot see the table or the graphs you're referring to, I'll provide you with a general method to identify the correct graph that shows the same unit rate:
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Find the unit rate from the table: The unit rate can be calculated by identifying the ratio of the values (for example, if the table lists (x, y) pairs, you will find y/x for each pair).
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Identify the unit rate: Make sure to simplify the ratio to its lowest form to get the correct unit rate.
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Analyze the graphs: Examine each graph to find the one that:
- Is a straight line passing through the origin (0,0).
- The slope (the steepness of the line) should match the unit rate you calculated from the table.
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Compare slopes: If the graphs have coordinates, you can calculate the slope for at least two points and compare it to the unit rate you derived from the table.
Once you have done these steps, you should be able to identify which graph (A, B, C, or D) represents the same proportional relationship as shown in the table. Let me know if you can provide specific values or details from the table, and I could assist you further!