Let's assume the number of adult tickets purchased is "a" and the number of children's tickets purchased is "c".
The cost of adult tickets is $15 and the cost of children's tickets is $12.
Therefore, the total cost of adult tickets would be 15a and the total cost of children's tickets would be 12c.
According to the information given, they want to spend a maximum of $150, so the total cost of the tickets should be less than or equal to $150.
Hence, the two-variable inequality representing the situation would be:
15a + 12c ≤ 150
Now, let's evaluate the given options to determine which one is a viable solution.
Without the options, it is not possible to determine the viable solution. Please provide the available options.
The Ramirez family is going to the space museum. Adult tickets are $15 and children’s tickets are $12. They want to spend a maximum of $150. Write a two-variable inequality to model this situation and determine the contextual constraints. Which of the following points is a viable solution?
1 answer