Question

Jason went shopping. He bought a watch and a pair of trainers for a total price of £53.55. This price inculdes 15% loyalty discount. Before the discount, the trainers were priced at £38. work out The price of the watch before the discount

Answer 1

Answer:

The price of the watch before the discount 25.

Step-by-step explanation:

Step 1: The reduction in the price of products or services supplied by shops at the indicated price is referred to as a discount. This proportion of the refund is typically provided to encourage sales or clear out outdated inventory. The list price or marked price of an item is the price disclosed by the seller or manufacturer, without any price decrease. After any reductions or discounts in the list price, the selling price is the actual price at which a product is sold. Discounts are sometimes described using phrases such as "off", "reduction".

Step 2: For £53.55, he purchased a watch and a pair of sneakers. This cost includes a 15% loyalty discount. The trainers were originally priced at £38 before the reduction.

100 - 15% = 85

€53.55 divided by 85 = 0.63

0.63 X 100 = 63

63 - 38 = 25

Step 3:Regular clients receive discounts known as loyalty discounts. When renewing a car insurance coverage for a predetermined period of time without changing insurance providers, a customer can receive a loyalty discount.

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Answer 2

The price of the watch before the discount is £25.

Here, according to the given information, we are given that,

Jason bought a watch and a pair of trainers for a total price of £53.55.

We are given that, Jason received a 15% loyalty discount on the whole price that includes not only the price of the pair of trainers but also the price of the watch.

Now, the discounted price becomes £(100 - 15) = £85, when the original price is £100.

Then, the discounted price becomes £1, when the original price is £$\frac{100}{85}$

Then, the discounted price becomes £53.55, when the original price is $\frac{100}{85} .(53.55) =$ £63.

Now, we are given that, the trainers were priced at £38.

This means that the price of the watch before the discount is,

£(63 - 38) = £25.

Hence, the price of the watch before the discount is £25.

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