A clown uses canisters of helium to make balloons. The graph shows the number of canisters used and the number of balloons created. Determine whether the relationship between number of canisters and number of balloons is proportional.

Question

A clown uses canisters of helium to make balloons. The graph shows the number of canisters used and the number of balloons created. Determine whether the relationship between number of canisters and number of balloons is proportional.

A

The relationship is proportional.
B

The relationship is not proportional.

Answer 1

To determine whether the relationship between the number of canisters and the number of balloons is proportional, we need to analyze the graph.

Answer 2

In order to determine whether the relationship between the number of canisters and the number of balloons is proportional, we can look at the graph. If the graph shows a straight line passing through the origin (0,0), then the relationship is proportional.

If the graph does not show a straight line passing through the origin, then the relationship is not proportional.

Since the graph is not provided, we cannot determine whether the relationship is proportional or not.

Answer 3

To determine whether the relationship between the number of canisters and the number of balloons is proportional, we need to examine the graph. However, you haven't provided the graph or any specific information about it. Please provide the necessary graph or additional details for me to assist you further.