Final answer:
The expression (18 - √2) + √(36) simplifies to 24 - √2, which doesn't contain an imaginary part 'i', hence none of the provided answer choices are correct.
Step-by-step explanation:
The expression (18 − √2) + √(36) can be simplified step by step.
First, calculate the square root of 36.
The square root of a perfect square like 36 is the number that, when multiplied by itself, gives the original number.
Therefore, √(36) = 6.
Next, the expression simplifies to (18 − √2) + 6.
Since √2 is a real number, the expression remains with only real components and no imaginary parts.
Therefore, the combined expression would be 24 − √2 which has no imaginary part and thus no answer choice matches the given question since all options contain an imaginary number 'i'.