Brian had found two companies from which to rent video games. West Game Rental charges a monthly fee of $14.00 and allows Brian to rent games for $1.00 per game. South Games charges no monthly fee but allows Brian to rent games for $3.00 per game. Brian states, "South Games will cost less money than West Games because there is no monthly fee." Part A: Determine all possible values for the total number of games, g, rented per month for which Brian's statement is correct. Part B: Determine all possible values for the total number of games, g, rented per month for which Brian's statement is incorrect. Part C: Enter the number of games rented per month in which the cost of renting games is the same for both companies.
Brian had found two companies from which to rent video games. West Game Rental charges a monthly fee of $14.00 and allows Brian to rent games for $1.00 per game. South Games charges no monthly fee but allows Brian to rent games for $3.00 per game.
Brian states, "South Games will cost less money than West Games because there is no monthly fee."
Part A:
Determine all possible values for the total number of games, g, rented per month for which Brian's statement is correct.
Part B:
Determine all possible values for the total number of games, g, rented per month for which Brian's statement is incorrect.
Part C:
Enter the number of games rented per month in which the cost of renting games is the same for both companies.
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