Final answer:
Without a complete and clear equation, it is not possible to solve for x or confirm the correct value from the given options. A coherent equation is necessary to proceed with solving for x, y, and z.
Step-by-step explanation:
The equation provided in the question does not appear to be complete or coherent as it is currently presented. It seems to be a mixture of incomplete algebraic expressions and unrelated data. To solve for x, we would need a complete and clear equation that relates x to other variables or constants. If the equation in the original question was intended to be 11 (12y - 6) + 2z - 3 = x and the value we are given is x=27, then we would simply substitute the value of x into the equation and solve for the other variables (y and z) accordingly. However, without a clear and complete equation, it is not possible to accurately determine the value of x or to confirm which of the options (a, b, c, d) is correct.