Let's break down Luis's purchases step by step and calculate the total cost before tax, the tax amount, and then compare it to the amount he paid.
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Cost of items before the coupon and tax:
- Milk: $2.89
- Bread: 2 loaves at $2.19 each: \[ 2 \times 2.19 = 4.38 \]
- Ham: 2 pounds at $6.89 per pound: \[ 2 \times 6.89 = 13.78 \]
- Cheese: 1/2 pound at $8.38 per pound: \[ 0.5 \times 8.38 = 4.19 \]
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Calculating the total cost before the coupon: \[ \text{Total before coupon} = 2.89 + 4.38 + 13.78 + 4.19 = 25.24 \]
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Applying the coupon for one loaf of bread ($0.75 off): \[ \text{Total after coupon} = 25.24 - 0.75 = 24.49 \]
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Calculating sales tax (4% of the total after the coupon): \[ \text{Sales tax} = 0.04 \times 24.49 = 0.9796 \text{ (approximately } 0.98\text{ when rounded to two decimal points)} \]
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Calculating the total amount Luis should pay including sales tax: \[ \text{Total including tax} = 24.49 + 0.98 = 25.47 \]
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Now let's compare this with the amount Luis paid: Luis paid $29.83.
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Calculating the difference: \[ 29.83 - 25.47 = 4.36 \]
Luis paid $4.36 too much for his purchase.
Thus, the correct answer is: d. paid $4.36 too much.