The "maximum occupancy" of a room is the total number of people who can be in a room without causing a fire hazard. In a large room, a Fire Safety Code states that the maximum occupancy is 1 person for every 7 square feet (ft^(2)). A college is hosting a concert in a hall that is 14,721ft^(2), and 1,000 people are expected to attend. According to the Fire Safety Code, approximately how many more people can attend the concert without causing a fire hazard? Choose 1 answer: (A) 900 people (B) 1,000 people (C) 1,100 people (D) 2,100 people

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The "maximum occupancy" of a room is the total number of people who can be in a room without causing a fire hazard. In a large room, a Fire Safety Code states that the maximum occupancy is 1 person for every 7 square feet  (ft^(2)). A college is hosting a concert in a hall that is  14,721ft^(2), and 1,000 people are expected to attend. According to the Fire Safety Code, approximately how many more people can attend the concert without causing a fire hazard? Choose 1 answer: (A) 900 people (B) 1,000 people (C) 1,100 people (D) 2,100 people

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Calculate Maximum Occupancy:   Step 1: Find the maximum occupancy of the hall. Maximum occupancy = Total area / Area per person Maximum occupancy = 14,721 ft² / 7 ft²/person Maximum occupancy = 2,103 peopleCalculate Additional Attendance:   Step 2: Calculate how many more people can attend. More people = Maximum occupancy - Expected attendance More people = 2,103 people - 1,000 people More people = 1,103 peopleChoose Closest Answer:   Step 3: Choose the closest answer from the options. Closest answer to 1,103 people is 1,100 people (C)

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