To solve the first equation, we have:
15 + x 15 = 195x 15 = 180x = 180 / 15x = 12
To solve the second equation, we have:
14 + 306 / x = 17306 / x = 3x = 306 / 3x = 102
Therefore, the solutions to the system of equations are x = 12 and x = 102.
To solve the first equation, we have:
15 + x 15 = 195
x 15 = 180
x = 180 / 15
x = 12
To solve the second equation, we have:
14 + 306 / x = 17
306 / x = 3
x = 306 / 3
x = 102
Therefore, the solutions to the system of equations are x = 12 and x = 102.