Use the General Multiplication Rule to find the probability of the event that the engine is not overheating and a warning light shows up.

To answer this question, we first need to understand the General Multiplication Rule. The General Multiplication Rule states that the probability of two events A and B happening together (denoted as P(A ∩ B)) is equal to the probability of A happening times the probability of B happening given that A has happened (denoted as P(A)P(B|A)).

So, to find the probability of the event that the engine is not overheating and a warning light shows up, we need to know two things:

1. The probability that the engine is not overheating (P(A)).
2. The probability that a warning light shows up given that the engine is not overheating (P(B|A)).

Once we have these two probabilities, we can multiply them together to get the probability of both events happening together.

P(A ∩ B) = P(A)P(B|A)

Without the specific probabilities, we cannot calculate the exact answer. However, this is the method you would use to find the probability of the event that the engine is not overheating and a warning light shows up.