Question
An ice-skating ring has two ways you can use the facility. The first option is to pay $10 per visit. The second option is to pay $32 per visit six dollars per per visit right in an equation share the numbers of visits it would take for the cost of the two plans to be equal.
Answers
GPT 3.5
Let's denote the number of visits as x.
For the first option, the cost per visit is $10, so the cost for x visits is 10x.
For the second option, the cost per visit is $6, so the cost for x visits is 6x.
To find the number of visits for which the cost of the two plans is equal, we need to solve the equation:
10x = 32 + 6x
Subtracting 6x from both sides:
4x = 32
Dividing both sides by 4:
x = 8
Therefore, it would take 8 visits for the cost of the two plans to be equal.
For the first option, the cost per visit is $10, so the cost for x visits is 10x.
For the second option, the cost per visit is $6, so the cost for x visits is 6x.
To find the number of visits for which the cost of the two plans is equal, we need to solve the equation:
10x = 32 + 6x
Subtracting 6x from both sides:
4x = 32
Dividing both sides by 4:
x = 8
Therefore, it would take 8 visits for the cost of the two plans to be equal.