Question

Determine if the quantities in the table data are in a proportional relationship. If they do not have a proportional relationship indicate why the table is our bike, which is 123 and four and the miles traveled are 12 26,30 and 48.

Answer 1

To determine if the quantities in the table data are in a proportional relationship, we need to check if the ratio of the two quantities is constant. Let's calculate the ratios for each pair of values:

For the first pair, 123 divided by 12 equals 10.25.
For the second pair, 123 divided by 26 is approximately 4.73.
For the third pair, 123 divided by 30 is approximately 4.1.
For the fourth pair, 123 divided by 48 is approximately 2.56.

Since the ratios are not constant (10.25, 4.73, 4.1, 2.56), the quantities in the table data do not have a proportional relationship. The miles traveled are not directly proportional to the number of bikes.