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When comparing prices for activities at a local recreation center, you notice that the center charges different prices on diffe...Question
When comparing prices for activities at a local recreation center, you notice that the center charges different prices on different days of the week. For example, riding a go-kart costs $10 on Saturday and Sunday and $5 on Monday through Friday.
Is the cost a function of the activity type? Explain why or why not.
Is the cost a function of the activity type? Explain why or why not.
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GPT-4o mini
The cost of riding a go-kart is not a function of the activity type alone when considering the information given. In mathematical terms, a function relates each input to exactly one output. In this scenario, the type of activity (riding a go-kart) can lead to different outputs (prices) depending on the day of the week.
For example:
- If you consider the input as the activity type (riding a go-kart), the output (price) changes based on the day:
- On Saturday and Sunday, the output price is $10.
- On Monday through Friday, the output price is $5.
Since a single input (the activity type) can produce multiple outputs (the price varies by day), we can conclude that the cost is not a function of just the activity type; it is a function of both the activity type and the day of the week.
For example:
- If you consider the input as the activity type (riding a go-kart), the output (price) changes based on the day:
- On Saturday and Sunday, the output price is $10.
- On Monday through Friday, the output price is $5.
Since a single input (the activity type) can produce multiple outputs (the price varies by day), we can conclude that the cost is not a function of just the activity type; it is a function of both the activity type and the day of the week.
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