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A theme park offers two payment options for their clients. How many times would you have to go to the theme park for the "member" option and the "non-member" option to cost the same?

A) 12 times
B) 24 times
C) 30 times
D) 40 times

User Debergalis
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1 Answer

5 votes

Final answer:

It is not possible to calculate and provide the correct option from the options listed (A, B, C, or D). Without specific pricing details for the "member" and "non-member" options,

Step-by-step explanation:

The subject of this question is mathematics, and it is appropriate for middle school grade levels. To determine how many times you would have to visit the theme park for the "member" option and the "non-member" option to cost the same, you would set up an equation where the total cost for both options is equal. However, without the specific costs for each option, we are unable to calculate the exact number of visits needed.



Typically, a theme park might offer a membership with an upfront cost plus a lower price per visit, while non-members might pay a higher price for each individual visit. If the difference in per-visit cost for members versus non-members is known along with a membership fee, one could set up an equation and solve for the number of visits where both options equate.



Since necessary numerical details are missing from the question, it is not possible to calculate and provide the correct option from the options listed (A, B, C, or D).

User Tadeusz
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