Answer:
A = $11.75
E = $15.5
J = $21.75
Step-by-step explanation:
J = E + 6.25
A = J - 10
A + E + J = 49
(Apply Algebra & Simultaneous Equations)
Hence:
J -10 + E + J = 49
2J -10 + E = 49
2J + E = 59
2(E+6.25) + E = 59
2E + 12.5 + E = 59
3E = 46.5
E = $15.5
J = 15.5 + 6.25
J = $21.75
A = 21.75 - 10
A = $11.75