The movie theater sold 345 tickets to a show. If g of the tickets sold were adult tickets, which cost $13.95 each, how much money did the theater make from the sale of children's tickets if they cost ⅗ of the amount of adult tickets? Answer with a dollar amount rounded to the nearest hundredth, placing commas in appropriate places. (1 point)
The theater sold g adult tickets, so the total amount of money they made from selling adult tickets is 13.95g dollars.
The number of children's tickets sold is 345 - g.
The price of children's tickets is ⅗ * 13.95 = $<<⅗*13.95=8.37>>8.37.
The total amount of money the theater made from selling children's tickets is 8.37 * (345 - g) dollars.
Therefore, the theater made a total of 13.95g + 8.37 * (345 - g) dollars.
Rounding to the nearest hundredth, the theater made a total of $<<13.95*g+8.37*(345-g)=4588.65>>4588.65. Answer: \boxed{4,588.65}.