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There are two pizza ovens in a restaurant. Oven 1 burns three times as many pizzas as Oven 2. If the restaurant had a total of 12 burnt pizzas on Saturday, how many pizzas did Oven 2 burn?

8
0
0

A
3

For every x pizzas burnt by Oven 2, Oven 1 burns 3x pizzas. It is given that 12 total pizzas are burnt, and the total number of burnt pizzas is a combination of pizzas burnt by Oven 1 and Oven 2:

x + 3x = 12

4x = 12

x = 3.

The variable x represents the number of pizzas burnt by Oven 2, so answer is 3 pizzas.

Explaination

Begin by expressing the relationship between the ovens with an equation. Use a variable to represent the number of burnt pizzas. For every x pizzas burnt by Oven 2, Oven 1 burns 3x pizzas. It is given that 12 total pizzas are burnt, and the total number of burnt pizzas is a combination of pizzas burnt by Oven 1 and Oven 2:

x + 3x = 12

4x = 12

x = 3.

The variable x represents the number of pizzas burnt by Oven 2, so answer is 3 pizzas.

B 2

C 4

D 5

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