the graph illustrates how much Amanda makes watching her little cousins. Explain how using the graph can help you predict how much Amanda will make if she watches them for seven hours. Be sure to include the amount she would make in your response. the graph's y intercept starts at 0,5, and for one hour is 15 $. for 2 hours is 25 $

1 answer

Based on the information provided from the graph about Amanda's earnings for watching her little cousins, we can observe a pattern in her hourly pay. The graph indicates that Amanda starts earning at the y-intercept of $5, which likely represents a fixed fee for beginning her babysitting service.

For her hourly rate, we can see that for 1 hour, she earns $15, and for 2 hours, she earns $25. This gives us a clue about the additional amount she earns for each additional hour after the initial fee.

To determine her hourly rate, we can see the change in her pay from 1 hour to 2 hours:

  • Earnings for 1 hour = $15
  • Earnings for 2 hours = $25

The difference between these two amounts is: \( 25 - 15 = 10 \)

This tells us that her hourly rate beyond the first hour is $10 per hour.

Now, let's confirm that she makes $10 for each hour after the first: From the first hour:

  • For 1 hour: $15 (including initial fee)
  • For 2 hours: $25 (initial fee + 10 for the second hour)

To predict how much she will make for 7 hours, we would break it down like this:

  1. The initial fee for starting = $5
  2. The pay for the first hour (after the initial fee) = $15
  3. For hours 2 through 7 (which is a total of 6 additional hours), she makes $10 per hour.

Calculating her total pay:

  • For the first hour: $15
  • For the additional 6 hours: \( 6 \times 10 = 60 \)

Adding these amounts together: \( 15 + 60 = 75 \)

Thus, if Amanda watches her cousins for seven hours, she would make $75. Using the graph effectively helps us identify her fixed fee and hourly rate, making it easier to project her earnings.

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