Respuesta :
Answer:
g = 118
Step-by-step explanation:
Part D
Let g = number of games played
Given:
- annual fee = $12.75
- cost per game = $0.95
- total available spend = $125
⇒ 12.75 + 0.95g = 125
Solving the equation:
subtract 12.75 from both sides:
⇒ 12.75 + 0.95g - 12.75 = 125 - 12.75
⇒ 0.95g = 112.25
divide both sides by 0.95
⇒ 0.95g ÷ 0.95 = 112.25 ÷ 0.95
⇒ g = 118.1578947...
⇒ g = 118
We need to round g down to the nearest whole number, since Jose cannot pay for playing part of a game. Therefore, g = 118.
Part E
*cannot answer as part B has not been provided**
Answer:
Just look below!
Step-by-step explanation:
(125 - 12.75)/0.95 = g
125 - 12.75 = 112.25
112.25/0.95 = g
112.25/0.95 = 118.157
Round to 118
He will be able to play 118 games. This is because you have to subtact the yearly fee to get the money that you can use for games. Take that money and divide it by the cost of one game and get the amount of games you can play. However many times the cost of one game goes into the amount of money you have, is the number of games you can play.
He played 118*2 = 254 games total for 20, 21, and 22.
For a total of all three years, he spent 254 + 38.25 = 292.25 total!