Question

Question 2) An online gaming club has a one-time registration fee of $14.95 and charges $0.69 to buy each game. If Sammy has $60.00
to join the club and buy games, what is the maximum number of games she can buy?
B
66
°C 108
D
109




PLEASE HELP

Answer 1

Answer:

the answer is b beacause

Step-by-step explanation:

when you multiply 14.95 times 6 it equals b

Answer 2

Answer: 65

Step-by-step explanation:

Let the number of games be x, this means that the cost of x games will be 0.69x.

There is also a one-time registration fee of $14.95 , this means that for Sammy to register and buy game with $60 , the equation will be

14.95 + 0.69x =60

subtract 14.95 from both sides

0.69x = 60 - 14.95

0.69x = 45.05

divide through by 0.69

x = 45.05/0.69

x = 65.28985507

Therefore , the maximum number of games she can buy is 65

Answer 3

Answer:

the answer is b beacause

Step-by-step explanation:

when you multiply 14.95 times 6 it equals b

Answer 4

Answer: 65

Step-by-step explanation:

Let the number of games be x, this means that the cost of x games will be 0.69x.

There is also a one-time registration fee of $14.95 , this means that for Sammy to register and buy game with $60 , the equation will be

14.95 + 0.69x =60

subtract 14.95 from both sides

0.69x = 60 - 14.95

0.69x = 45.05

divide through by 0.69

x = 45.05/0.69

x = 65.28985507

Therefore , the maximum number of games she can buy is 65