Which product has the greatest original price?

Answer

To determine which product has the greatest original price, we need to calculate the original price of each product based on their sale prices and discounts. Product A: - Sale Price: £2.00 - Discount: 20% - Let the original price be x. From the discount information, we know that: 20% of x = 0.20x = Discount Amount Thus, the sale price can be expressed as: Sale Price = Original Price - Discount Amount which gives us: 2.00 = x - 0.20x That simplifies to: 2.00 = 0.80x To find x (the original price), we rearrange the equation: 0.80x = 2.00 x = 2.00 / 0.80 x = 2.50 So, the original price of Product A is £2.50. Product B: - Sale Price: £1.60 - Discount: 30% - Let the original price be y. Using the same method: 30% of y = 0.30y = Discount Amount From this, we have: 1.60 = y - 0.30y This simplifies to: 1.60 = 0.70y To find y (the original price), we rearrange the equation: 0.70y = 1.60 y = 1.60 / 0.70 y = 2.2857 (approximately £2.29) Now, we compare the original prices of both products: - Product A original price: £2.50 - Product B original price: £2.29 Thus, Product A has the greatest original price, which is £2.50.