To help Levar prove his claim that the number of movies he streams is proportional to the amount of data he uses, the following methods would be appropriate:
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Levar could create a table listing the number of movies he streamed each month and the amount of data he used for those months to prove that equivalent ratios exist.
- This method allows for visual comparison of the ratios of the number of movies to the amount of data used, which can help establish whether they are equivalent.
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Levar could divide the amount of data he used in December by the number of movies he streamed in December to find out how much data each movie used.
- This calculation can help establish whether a constant value exists (the ratio of data used per movie), indicating proportionality.
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Levar could plot data points based on the number of movies he streamed each month and the amount of data he used for those months to create a straight line on the graph that passes through the origin.
- A straight line through the origin in this graph would indicate a direct proportional relationship between the two quantities.
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Levar could create equations based on the data collected to prove that as the number of movies he streamed increased, the amount of data he used also increased.
- Formulating an equation can demonstrate that there is a linear relationship between the number of movies and data used, reinforcing his claim of proportionality.
Thus, all four methods would effectively help Levar prove his claim.