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question 120

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Use the information below to answer the following question(s) .Big Sports University is planning to hold a fund raising banquet at one of the local country clubs.It has two options for the banquet:
1.Foothills Country Club
Use the information below to answer the following question(s) .Big Sports University is planning to hold a fund raising banquet at one of the local country clubs.It has two options for the banquet: 1.Foothills Country Club    2.Downhill Country Club    Big Sports has budgeted $900 for administrative and marketing expenses.It plans to hire a band, which will cost another $400.Tickets are expected to be $40 per person.Any other items required for the event will be donated by its local business supporters. -What is the  operating income  assuming 250 people attend and option one is chosen? A) $4,400 B) $4,350 C) $4,000 D) $6,250 E) $4,750 2.Downhill Country Club
Use the information below to answer the following question(s) .Big Sports University is planning to hold a fund raising banquet at one of the local country clubs.It has two options for the banquet: 1.Foothills Country Club    2.Downhill Country Club    Big Sports has budgeted $900 for administrative and marketing expenses.It plans to hire a band, which will cost another $400.Tickets are expected to be $40 per person.Any other items required for the event will be donated by its local business supporters. -What is the  operating income  assuming 250 people attend and option one is chosen? A) $4,400 B) $4,350 C) $4,000 D) $6,250 E) $4,750 Big Sports has budgeted $900 for administrative and marketing expenses.It plans to hire a band, which will cost another $400.Tickets are expected to be $40 per person.Any other items required for the event will be donated by its local business supporters.
-What is the "operating income" assuming 250 people attend and option one is chosen?


Definitions:

Sample Mean

The arithmetic average of a sample set of data, used to estimate the population mean.

Normally Distributed

Describes a data set that follows a bell-shaped curve where most observations cluster around the mean and probabilities for values taper off symmetrically towards both extremes.

Standard Deviation

Standard deviation is a measure of the amount of variation or dispersion of a set of values, indicating how much the values in the set differ from the mean.

Random Samples

A sample from a population that is chosen in such a way that every member of the population has an equal chance of being selected.

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