Final answer:
To solve the equation 11330 = 133n + 142 for n, you subtract 142 from both sides and then divide by 133, resulting in n being equal to 84.
Step-by-step explanation:
To find the value of n given the equation 11330 = 133n + 142, we need to solve the equation algebraically. First, subtract 142 from both sides:
11330 - 142 = 133n + 142 - 142
11188 = 133n
Then, divide both sides by 133 to solve for n:
11188 / 133 = n
84 = n
Therefore, the value of n is 84, which corresponds to option A.