Kelly works in a grocery store stocking shelves. The graph shows the money Kelly earns stocking shelves.

Question

Which equation represents the money Kelly earns in relationship to the hours she works?

Let m
represent the money she earns, and let h
represent the number of hours she works.

Responses

(6)h=m
6 times h is equal to m

h=(8)m
h is equal to 8 times m

(8)h=m
8 times h is equal to m

h=m

Answer 1

To determine the correct equation that represents the money Kelly earns in relation to the hours she works, we need to analyze what the graph shows. However, since the graph isn't provided here, we can still interpret the given equations based on mathematical relationships.

From the options provided:

1. (6)h = m - This means that Kelly earns 6 times the hours she works, or m = 6h, which implies her pay is based on her hours at a rate of 6 per hour.

2. h = (8)m - This means the number of hours she works is equal to 8 times the money earned, which doesn't typically make sense in a standard work-pay scenario.

3. (8)h = m - This means that Kelly earns 8 times the number of hours she works, or m = 8h, indicating her pay is 8 per hour.

4. h = m - This suggests that the hours worked equal the money earned, which also doesn't typically align with how hourly wages work.

Assuming typical hourly wage scenarios, the most likely correct representation of the money Kelly earns based on the hours she works would be:

(8)h = m (or equivalently, m = 8h).

This indicates that for every hour she works, she earns $8. If you have information from the graph that contradicts this, please share it for a more specific answer!