decide which graph shows a proportional relationship
A
D
B
C
Without specific graphs provided, I cannot determine which graph shows a proportional relationship. Please provide the graphs for further analysis.
AA B C D
Without specific descriptions or visual representations of each graph (AA, B, C, D), it is not possible to determine which graph shows a proportional relationship. Please provide more information or the actual graphs for a more accurate analysis.
0is on the bottom left y on top x on bottom right
Based on the given information, it seems like you are describing a quadrant graph with the x-axis at the bottom right, the y-axis at the top, and the origin at the bottom left. In this case, quadrant B would likely represent a proportional relationship.
Keep in mind that without further information or the actual graphs, this answer is based solely on the given description and may not be accurate.
In order to determine which graph shows a proportional relationship, we need to compare the graphs A, B, C, and D.
A proportional relationship means that as one quantity increases or decreases, the other quantity changes in direct proportion. In other words, if you were to increase one variable by a certain factor, the other variable would also increase by the same factor.
Without having access to the actual graphs, it is not possible to provide a definitive answer. However, you can look for certain characteristics in the graphs that indicate proportionality.
In a proportional relationship, the graph should show a straight line passing through the origin (0,0). Additionally, the slope of the line should remain constant throughout the graph. This means that for every unit increase in one quantity, there should be a corresponding unit increase in the other quantity.
You can analyze these characteristics in each of the graphs A, B, C, and D to determine which one shows a proportional relationship.
To decide which graph shows a proportional relationship, we need to first understand what a proportional relationship is. In a proportional relationship, the ratio between two variables remains constant.
Now, let's examine each graph and determine if it represents a proportional relationship.
Graph A: A proportional relationship should be a straight line passing through the origin (0,0), where the ratio of y-values to x-values remains constant. If Graph A is a straight line passing through the origin with a constant ratio, then it represents a proportional relationship.
Graph D: Similar to Graph A, we're looking for a straight line passing through the origin (0,0) with a constant ratio. If Graph D satisfies these conditions, it represents a proportional relationship.
Graph B: If Graph B is a curved line or not passing through the origin, it does not represent a proportional relationship.
Graph C: Similarly, if Graph C is a curved line or not passing through the origin, it does not represent a proportional relationship.
Based on the analysis above, we cannot determine the answer without more details or visual representation of the graphs A, B, C, and D. Please provide additional information, such as the characteristics or details of each graph, for a more accurate answer.