Does the data in this table represent a proportional relationship? (1 point) Responses Yes, the table represents a proportional relationship because the ratios of all data points are equivalent. Yes, the table represents a proportional relationship because the ratios of all data points are equivalent. Yes, the table represents a proportional relationship because the unit rate is 1. Yes, the table represents a proportional relationship because the unit rate is 1. No, there is no unit rate for gallons of water used. No, there is no unit rate for gallons of water used. No, the unit rate is not equivalent to the other ratios.
Yes, the table represents a proportional relationship because the ratios of all data points are equivalent.
are you sure
Apologies for the confusion. Since I don't have access to the specific data in the table, I cannot provide an accurate answer. However, based on the information you provided, if the ratios of all data points are equivalent, then it would suggest a proportional relationship.
To determine if the data in the table represents a proportional relationship, we need to check if the ratios of all the data points are equivalent or if there is a constant unit rate.
One way to find the ratios is to compare the values in the table. Let's take a look at the given options:
- "Yes, the table represents a proportional relationship because the ratios of all data points are equivalent." This option suggests that if we calculate the ratios of all the data points, they will be equivalent.
- "Yes, the table represents a proportional relationship because the unit rate is 1." This option suggests that the unit rate is equal to 1.
- "No, there is no unit rate for gallons of water used." This option implies that there is no constant unit rate.
- "No, the unit rate is not equivalent to the other ratios." This option states that the unit rate is different from the other ratios.
To determine the correct answer, we need to calculate the ratios of the data points and check if they are equivalent.
Let's say the table has two columns: "Time (in minutes)" and "Gallons of water used."
To find the ratios, we divide the values in the "Gallons of water used" column by the corresponding values in the "Time (in minutes)" column.
For example, if at 10 minutes, 5 gallons of water are used, the ratio would be 5/10 = 0.5.
Continue calculating the ratios for all the data points and check if they are equivalent or if there is a constant unit rate. Based on your calculations, you can then select the correct option among the given choices.