Two different proportional relationships are represented by the equation and the table.




​Use the drop-down menus to complete the sentence comparing the rates of change of the proportional relationships.
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​The rate of change in Proportion A is

than the rate of change in proportion B.

1 answer

To accurately compare the rates of change of Proportion A and Proportion B, we need specific information about both the equation and the table related to Proportion B.

However, based on general knowledge of proportional relationships, if you have the equations or the values from the table for both proportions, you can determine the rates of change (which are the coefficients in linear equations or the constant ratios in tables).

  1. If the rate of change in Proportion A is higher than that in Proportion B, you would choose "greater."
  2. If it is lower, you would select "less."
  3. If they are the same, you would choose "equal."

Please provide the equation and the data from the table to get a precise comparison. If you have that information, I can help you fill in the blank!