Natasha is selling lemonade and popsicles to raise money for a charity. A cup of lemonade costs $0.75, and a popsicle costs $1.25. She needs to raise at least $25. She knows she will sell more than 20 items. Set up a system of inequalities, and determine if selling 20 cups of lemonade and 15 popsicles meets the constraints.(1 point)
Responses
0.75x+1.25y≥25
x+y>20
Selling 20 cups of lemonade and 15 popsicles will not raise enough money for the $25 charity goal.
0 point 7 5 x plus 1 point 2 5 y is greater than or equal to 25 x plus y is greater than 20 Selling 20 cups of lemonade and 15 popsicles will not raise enough money for the $25 charity goal.
0.75x+1.25y≥25
x+y>20
Selling 20 cups of lemonade and 15 popsicles will meet the goal of at least $25 for the charity.
0 point 7 5 x plus 1 point 2 5 y is greater than or equal to 25 x plus y is greater than 20 Selling 20 cups of lemonade and 15 popsicles will meet the goal of at least $25 for the charity.
1.25x+0.75y>25
x+y>20
Selling 20 cups of lemonade and 15 popsicles will raise enough money to reach the $25 charity goal.
1 point 2 5 x plus 0 point 7 5 y is greater than 25 x plus y is greater than 20 Selling 20 cups of lemonade and 15 popsicles will raise enough money to reach the $25 charity goal.
0.75x+1.25y>25
x+y>20
Selling 20 cups of lemonade and 15 popsicles will meet the $25 charity goal.
0.75x+1.25y≥25
x+y>20
Selling 20 cups of lemonade and 15 popsicles will not raise enough money for the $25 charity goal.