Subjects arithmetic

Discount Calculation 213B8B

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Question: Question 9: Louis sees this special offer in a shop. Louis buys both items. How much does he pay? Special Offer iPad £489 Case £55 Buy both items and receive a 3% discount
1. **State the problem:** Louis wants to buy an iPad priced at £489 and a case priced at £55. There is a special offer giving a 3% discount if both items are bought together. 2. **Formula used:** To find the total price after discount, first find the total price without discount, then subtract the discount amount. \[ \text{Total price before discount} = \text{Price of iPad} + \text{Price of Case} \] \[ \text{Discount amount} = \text{Total price before discount} \times \frac{3}{100} \] \[ \text{Total price after discount} = \text{Total price before discount} - \text{Discount amount} \] 3. **Calculate total price before discount:** $$489 + 55 = 544$$ 4. **Calculate discount amount:** $$544 \times \frac{3}{100} = 544 \times 0.03 = 16.32$$ 5. **Calculate total price after discount:** $$544 - 16.32 = 527.68$$ 6. **Final answer:** Louis pays $527.68$ after the 3% discount.