To solve the problem, we first need to understand how to calculate the total earnings for both Amy and Ben.
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Amy's Earnings: Amy earns $12 per hour, so if she works \( a \) hours, her total earnings for the week would be: \[ \text{Amy's Earnings} = 12a \]
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Ben's Earnings: Ben also earns $12 per hour for his regular hours. If he works \( b \) hours, his earnings from regular hours would be: \[ \text{Ben's Regular Earnings} = 12b \] Additionally, Ben will make an extra $46 in overtime pay, so his total earnings will be: \[ \text{Ben's Total Earnings} = 12b + 46 \]
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Total Earnings: Therefore, the total earnings for both Amy and Ben combined will be: \[ \text{Total Earnings} = (12a) + (12b + 46) = 12a + 12b + 46 \]
Now, to provide statements about the calculations that could be true based on this information, we would look for statements regarding their earning calculations. Here are two potential true statements based on the deductions above:
- Amy will earn $12 for every hour she works.
- Ben's total earnings include his regular pay plus an additional $46 from overtime.
If you have specific statements in mind that need evaluation, please share them for clarity.