To determine which statements about Leighanne and Martin's bank accounts are true, let's analyze the information provided.
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Leighanne had more money in her account than Martin when they started their weekly savings.
- Leighanne's initial amount is $15 (as shown by the starting point of the graph at (0, 15)).
- The table doesn't provide Martin's initial amount explicitly, but we can see that his amount after 1 week is $65. Therefore, Martin must have had at least $65, which means Leighanne had less money than Martin at the start. This statement is false.
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Martin saves $65 the first week.
- According to the table, Martin's amount after 1 week is $65, implying his savings on either that week or starting balance. However, we cannot conclude that he saves $65 weekly; we need the amount he adds each week which isn't explicitly given in the table. This statement is indeterminate without additional information but is not necessarily true based solely on the data given.
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Leighanne saves $50 each week.
- The graph shows that Leighanne's amount increases from $15 to $265 over 5 weeks.
- This represents a total increase of $265 - $15 = $250 over 5 weeks, which means she saves $250 / 5 = $50 each week. This statement is true.
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Leighanne is saving at a faster rate than Martin.
- To determine this, we need to know how much Martin saves each week. We can estimate his weekly savings using the amounts from his table:
- Week 1 to Week 3 (2 weeks): $145 - $65 = $80, so $80/2 = $40 per week.
- Week 3 to Week 5 (2 weeks): $225 - $145 = $80, so $80/2 = $40 per week.
- Thus, it seems Martin saves around $40 each week.
- Since Leighanne saves $50 each week and Martin saves approximately $40 each week, Leighanne is saving at a faster rate than Martin. This statement is true.
- To determine this, we need to know how much Martin saves each week. We can estimate his weekly savings using the amounts from his table:
Thus, the correct statements are:
- Leighanne saves $50 each week.
- Leighanne is saving at a faster rate than Martin.