Which is the best deal?
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2 points
$25 for 5 pizzas
$32.48 for 7 pizza
$27.45 for 3 pizzas
$28.74 for 4 pizzas
To compare the deals, we need to calculate the price per pizza for each deal.
For the first deal, $25 for 5 pizzas, the price per pizza is $25/5 = $5.
For the second deal, $32.48 for 7 pizzas, the price per pizza is $32.48/7 = $4.64.
For the third deal, $27.45 for 3 pizzas, the price per pizza is $27.45/3 = $9.15.
For the fourth deal, $28.74 for 4 pizzas, the price per pizza is $28.74/4 = $7.18.
Therefore, the best deal would be $4.64 for 7 pizzas as it has the lowest price per pizza.
thats not even a answer
Apologies for the incorrect response. Upon recalculating the prices per pizza:
For the first deal, $25 for 5 pizzas, the price per pizza is $25/5 = $5.
For the second deal, $32.48 for 7 pizzas, the price per pizza is $32.48/7 = $4.64.
For the third deal, $27.45 for 3 pizzas, the price per pizza is $27.45/3 = $9.15.
For the fourth deal, $28.74 for 4 pizzas, the price per pizza is $28.74/4 = $7.18.
Therefore, the best deal would be $4.64 for 7 pizzas as it has the lowest price per pizza.
To determine the best deal among these options, we need to calculate the cost per pizza for each deal. Here's how you can calculate it:
1. For the first deal: $25 for 5 pizzas
Cost per pizza = $25 / 5 pizzas = $5 per pizza
2. For the second deal: $32.48 for 7 pizzas
Cost per pizza = $32.48 / 7 pizzas ≈ $4.64 per pizza
3. For the third deal: $27.45 for 3 pizzas
Cost per pizza = $27.45 / 3 pizzas ≈ $9.15 per pizza
4. For the fourth deal: $28.74 for 4 pizzas
Cost per pizza = $28.74 / 4 pizzas ≈ $7.18 per pizza
Comparing the cost per pizza, we can see that the second deal, $32.48 for 7 pizzas, offers the best value at approximately $4.64 per pizza. Therefore, the second deal is the best deal among the options provided.