Yuliana, rylee, Glenda and zaret decided to sell tacos and burritos at lunch to make money for their club. They sell 28 items and make $98. If they sell each taco for $2.50 and each burrito for $4.25, then how many of each did they sell?

X+y=28 cause they sold 28 items and it's not given how many of those items were tacos and burritos

and
2.50x+4.25y=98 cause $2.50 per taco, $4.25 per burrito, and they made $98 altogether so its system of equations

x+y=28
2.5x+4.25y=98

there's 3 ways to solve this but imma do substitution

x+y=28
-x -x
y=28-x

2.5x+4.25(28-x)=98
2.5x+119-4.25x=98
-1.75x+119=98
-119 -119
-1.75x=-21
divide both sides by -1.75
x=12 so that means 12 tacos so now you can plug this value into the other equation:

x+y=28
12+y=28
-12 -12
y=16 burritos

so 12 tacos and 16 burritos!
if u need more help then tell me

58

Step-by-step explanation:

x= points in 2nd game

x+8= points in 1st game

42= points in third game

x+x+8+42>150

2x+50>150

2x>100

Therefore x must be greater than 50.

50+8=58, which is the least amount of points in the second game.