Two families bought each family member a 1-day pass to Six Flags. The Chavez family bought four adult passes and one child passes for a total cost of $290. The Hernandez family bought two adult passes, and two child passes for a total cost of $220. How much does each adult pass cost? How much does each child pass cost?
Answers
Answered by
0
let adult be xand child be y
4x+y=$290 ×2
2x+2y=$220
8x+2y=$580
2x+2y=$220
- - -
cancel 2y and 2y
6x=360
x=360÷6
x=$60
subtitute in 1st equation
4x+y=$290
4(60)+y=$290
y=$290-$240
y=$50
4x+y=$290 ×2
2x+2y=$220
8x+2y=$580
2x+2y=$220
- - -
cancel 2y and 2y
6x=360
x=360÷6
x=$60
subtitute in 1st equation
4x+y=$290
4(60)+y=$290
y=$290-$240
y=$50
Similar questions