Write a system of two equations using x and y to represent the following problem. A chemist is mixing two solutions together.

The chemist wants 100 gallons when complete. He is mixing a 24% solution with a 50% solution to get a 36% solution. How many gallons of each will he use? Write a system of two equations using x and y to represent the following problem. A chemist is mixing two solutions together.

The chemist wants 100 gallons when complete. He is mixing a 24% solution with a 50% solution to get a 36% solution. How many gallons of each will he use? @Mathematics

Question

Write a system of two equations using x and y to represent the following problem. A chemist is mixing two solutions together.

The chemist wants 100 gallons when complete. He is mixing a 24% solution with a 50% solution to get a 36% solution. How many gallons of each will he use? Write a system of two equations using x and y to represent the following problem. A chemist is mixing two solutions together.

The chemist wants 100 gallons when complete. He is mixing a 24% solution with a 50% solution to get a 36% solution. How many gallons of each will he use? @Mathematics

across · Answer

$$100=x+y$$$$0.24x+0.50y=0.36(100)$$