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What is the minimum and maximum group size if the minimum charge to rent a bus is $200 and the maximum charge is $300, if

the cost is determined by the function f(a) = 5 + 50 ? (1 point)
The statement f (50 - 200 means that the group size of 50 reaches the minimum charge of $200, and f (30) = 300 means that
the group size of 30 reaches the maximum charge for the bus rental of $300.
• The statement f (50) = 300 means that the group size of 50 reaches the minimum charge of $300, and f(30) - 200 means that the group size of 30 reaches the maximum charge for the bus rental of $200.
• The statement f (30) = 300 means that the group size of 30 reaches the minimum charge of $300, and f (50) = 200 means that the group size of 50 reaches the maximum charge for the bus rental of $200.
The statement f (30) - 200 means that the group size of 30 reaches the minimum charge of $200, and f (50) = 300 means that
the group size of 50 reaches the maximum charge for the bus rental of $300.

5 answers

The correct statement is: The statement f(50) = 300 means that the group size of 50 reaches the maximum charge for the bus rental of $300, and f(30) - 200 means that the group size of 30 reaches the minimum charge of $200.
The ice cream shop's profit for a day is modeled with the function f(= 500 + 30 where x is the number of days. How much did the shop make the first 6 days of operation? (1 point)
• $2300
O $3000
О $2700
О $3030
To find out how much the shop made in the first 6 days of operation, we need to substitute x = 6 into the function f(x) = 500 + 30x.

f(6) = 500 + 30(6) = 500 + 180 = $680.

Therefore, the shop made $680 in the first 6 days of operation.
The ice cream shop's profit for a day is modeled with the function f(= 500 + 30 where x is the number of days. How much did the shop make the first 6 days of operation? (1 point)
O $2300
O $3000
О $2700
О $3030
To find out how much the shop made in the first 6 days of operation, we need to substitute x = 6 into the function f(x) = 500 + 30x.

f(6) = 500 + 30(6) = 500 + 180 = $680.

Therefore, the shop made $680 in the first 6 days of operation.