1)
Gretchen has $50 that she can spend at the fair. Ride tickets cost $1.25 each and game
tickets cost $2 each. She wants to go on a minimum of 10 rides and play at least 12
games. Which system of inequalities represents this situation when r is the number of
ride tickets purchased and g is the number of game tickets purchased?
3) 1.25r+2g 550
r210
1) 1.25r.+ 2g < 50
r310
g > 12
2) 1.250+2g 3 50
r10
4) 1:25r+ 2g < 50
310
g 212
g 2 12

A system of linear inequalities in two variables consists of at least two linear inequalities in the same variables. The solution of a linear inequality is the ordered pair that is a solution to all inequalities in the system and the graph of the linear inequality is the graph of all solutions in the system.

Let, r is the number of ride tickets purchased and g is the number of game tickets purchased.

Given, that Gretchen has $50 that she can spend at the fair. Ride tickets cost $1.25 each and game tickets cost $2 each. She wants to go on a minimum of 10 rides and play at least 12 games.

Hence,1.25r + 2g < = 50

r > = 10

g > = 12

Learn more about on system of linear inequalities on: https://brainly.com/question/2603495

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