Question

Jared has priced a laptop computer at two stores.

At store A, the laptop sells for $1,525, and there is a 15% off sale this month.
At store B, the same laptop sells for $1,825, and there is a 25% off sale this month.
Find the price in store A and store B.
Which store offers the best deal on this laptop and why?

Answer 1

The laptop is priced at $1,525 at Store A and $1,825 at Store B. With the discounts applied, the laptop is priced at $1,296.25 at Store A and $1,368.75 at Store B. Store A offers the better deal on this laptop.

Step-by-step explanation:

Let's calculate the price of the laptop at Store A first. The laptop is priced at $1,525, and there is a 15% off sale this month. To find the discount amount, we multiply the original price by the discount percentage: $1,525 * 0.15 = $228.75. The discounted price at Store A would be $1,525 - $228.75 = $1,296.25.

Now, let's calculate the price of the laptop at Store B. The laptop is priced at $1,825, and there is a 25% off sale this month. To find the discount amount, we multiply the original price by the discount percentage: $1,825 * 0.25 = $456.25. The discounted price at Store B would be $1,825 - $456.25 = $1,368.75.

Comparing the prices, we can see that the laptop is cheaper at Store A ($1,296.25) compared to Store B ($1,368.75). Therefore, Store A offers the better deal on this laptop.

Answer 2

1525 X .15%= 228.75 1525-228.75= 1296.25
1825 * 25%=456.25=456.25 1825-456.25=1368.75
Store A has the better deal it will be cheaper