four different bakeries have different prices for a specific size and flavor of cakes. prices are shown in…

four different bakeries have different prices for a specific size and flavor of cakes. prices are shown in the table here. which bakery offers the lowest price for 8 of these cakes? 1. $6.00 each 2. 2 for $11.95 3. 4 for $23.95 4. buy 3 for $24.05, get 1 free

four different bakeries have different prices for a specific size and flavor of cakes. prices are shown in the table here. which bakery offers the lowest price for 8 of these cakes? 1. $6.00 each 2. 2 for $11.95 3. 4 for $23.95 4. buy 3 for $24.05, get 1 free

Answer

Explanation:

Step1: Calculate price for option 1

For 8 cakes at $6.00 each, the total cost is $6\times8 = 48$.

Step2: Calculate price for option 2

Since 2 cakes cost $11.95$, for 8 cakes (8÷2 = 4 sets of 2 - cake), the total cost is $11.95\times4=47.8$.

Step3: Calculate price for option 3

Since 4 cakes cost $23.95$, for 8 cakes (8÷4 = 2 sets of 4 - cake), the total cost is $23.95\times2 = 47.9$.

Step4: Calculate price for option 4

Buy 3 for $24.05$ and get 1 free. For 8 cakes, we need to buy 6 (2 sets of 3) to get 2 free, making 8 in total. The total cost is $24.05\times2=48.1$.

Answer:

The bakery that offers the lowest - price for 8 cakes is the one with the 2 - for - $11.95$ offer.