Answer:
x = 50, y = 35
Explanation:
Solve this system of linear equations by using substitution. Equate the two equations to one another, thus eliminating y:
0.4x + 15 = 0.2x + 25
subtract 0.2x from both sides, obtaining: 0.2x + 15 = 25, or, after combining the constants, 0.2x = 10.
Finally we divide both sides by 0.2, which results in x = 50.
Use the first equation to find y: y = 0.4(50) + 15 = 20 + 15 = 35