Solving the first equation:14x + 27x = 41x41x = 656x = 656 / 41x = 16
Solving the second equation:81y - 38y = 43y43y = 645y = 645 / 43y = 15
Therefore, the solution to the system of equations is x = 16 and y = 15.
Solving the first equation:
14x + 27x = 41x
41x = 656
x = 656 / 41
x = 16
Solving the second equation:
81y - 38y = 43y
43y = 645
y = 645 / 43
y = 15
Therefore, the solution to the system of equations is x = 16 and y = 15.