Answer the following questions using the information below:
Southwestern College is planning to hold a fund raising banquet at one of the local country clubs. It has two options for the banquet:
![](data:image/png;base64, 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)
Southwestern College has budgeted $1,800 for administrative and marketing expenses. It plans to hire a band which will cost another $800. Tickets are expected to be $30 per person. Local business supporters will donate any other items required for the event.
Which option provides the greatest operating income if 600 people attend?
◦ Option one
◦ Option two
◦ Operating incomes are identical.
◦ It depends on how many donations it receives.