Find a pair of real numbers x and y that satisfy the following two equations simultaneously. It is known that the values of a, b, c, d, e and f are non-zero.
\[ ax + by = c \] \[ dx + ey = f \]
A. \(a = kd\) and \(b = ke\), \(c = kf\), \(k \ne 0\)
B. \(a = b = 1\), \(d = e = 2\), \(f \ne 2c\)