Which is the better buy:

Brand A with a regular price of $15.98and a 30% discount

or

Brand B with a regular price of $18.50and a 40% discount
-thanks

You can figure these out

CostA=.70*15.98
CostB-.60*18.50

just do the price,

in BRAND A's case 15.98
times the discount- 30%...move the decimal back two places...turns into .30

15.98 X .30 = your answer

That is the discount, not the price. See my post.

To determine which is the better buy between Brand A and Brand B, we can calculate the final price of each product after the discount and compare them.

For Brand A:
Regular price: $15.98
Discount: 30%

To find the discount amount for Brand A, multiply the regular price by the discount percentage:
Discount amount = $15.98 * 0.30 = $4.794

Subtract the discount amount from the regular price to get the final price:
Final Price of Brand A = $15.98 - $4.794 = $11.186

For Brand B:
Regular price: $18.50
Discount: 40%

To find the discount amount for Brand B, multiply the regular price by the discount percentage:
Discount amount = $18.50 * 0.40 = $7.40

Subtract the discount amount from the regular price to get the final price:
Final Price of Brand B = $18.50 - $7.40 = $11.10

Comparing the two final prices, we can see that Brand A ($11.186) is slightly cheaper than Brand B ($11.10) after the discounts have been applied.

Therefore, based on the given information, Brand A with a regular price of $15.98 and a 30% discount is the better buy compared to Brand B with a regular price of $18.50 and a 40% discount.