IGCSE /Grade 10
Maths MCQ Based On Percentage of a number with vat discount and more
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IGCSE Grade 10 Maths Percentage of a number with vat discount and more
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Let's denote the original price as 'x'.
The store offers a 20% discount, which means the discounted price is 80% of the original price (0.80 * x).
The dress had a 20% discount, which means the discounted price is 80% of the original price (0.80 * x).
After the discount, the price is subject to a 5% VAT. The VAT amount is 5% of the discounted price (0.05 * 0.80 * x).
10% of the 220 pupils
To determine which store will result in a lower final price for the customer, we need to calculate the final prices for both Store A and Store B.
If a product is priced at $500 after a 20% discount, it means the discounted price is 80% of the original price.
Total cost with VAT = cost without VAT + 20% of cost without VAT
Value-Added Tax (VAT)
First, we apply the 20% discount to the original price. The discounted price is then 80% of the original price, which can be represented as (0.80 * x).
\\(1\\% = \\frac{1}{100}\\)
Let's denote the original price of the laptop as 'x'.
The VAT rate is 10%, which means the VAT amount is 10% of the original price (0.10 * x).
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