Question

A customer at a Mexican diner placed an order for 3 burrito bowls which were priced at $x each. He also ordered a plate of corn tacos at $12.96 and was billed for a total of $32.46. What is the cost of each burrito bowl?

Answer 1

The cost of each burrito bowl is found by setting up the equation 3x + $12.96 = $32.46, where x represents the price of one burrito bowl. After solving, we find that x equals $6.50, which means each burrito bowl costs $6.50.

Step-by-step explanation:

The student is tasked with determining the cost of each burrito bowl, given the cost of other items and the total bill at a Mexican diner. To solve this, we will set up an equation using the information provided. Here's the step-by-step explanation:

1. Let the price of one burrito bowl be denoted by $x.
2. Three burrito bowls would then cost 3x dollars.
3. With the additional cost of the corn tacos, which is $12.96, the total cost becomes 3x + $12.96.
4. The total bill given is $32.46. So, we set up the equation 3x + $12.96 = $32.46.
5. To find the price of one burrito bowl ($x), subtract the cost of the corn tacos from the total: $32.46 - $12.96 = $19.50.
6. Now, divide $19.50 by 3 to find the cost of one burrito bowl: $x = $19.50 / 3.
7. After calculating, we find that $x = $6.50. Therefore, the cost of each burrito bowl is $6.50.

Answer 2

Answer: $6.50

Step-by-step explanation: Well we know that all the burrito bowls are for the same price. We also know that he spent $12.96 for corn tacos and had to pay a total of $32.46. So first we subtract 32.46 - 12.96 to find out how much he paid for the burritos alone. 32.46 - 12.96= 19.50 which means he spent $19.50 for all of the burritos. And since each burrito cost the same amount and there are 3 burritos, you have to divide $19.50 by 3 which gives you $6.50.