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An automobile manufacturer produces 68% of its cars at Plant A. If 6% of the cars manufactured at Plant A have defective emissions control devices, what is the probability that one of this manufacturer's cars was manufactured at Plant A and has a defective emissions control device?

Probability = (Type an integer or decimal.)

Answer :

The probability that one of this manufacturer's cars was manufactured at plant A and has a defective emissions control device is 0.0408, or 4.08%

To find the probability that one of the manufacturer's cars was manufactured at plant A and has a defective emissions control device, we need to calculate the joint probability of these two events occurring.

First, we know that 68% of the cars are manufactured at plant A. This means that the probability of a car being manufactured at plant A is 0.68.

Next, we know that 6% of the cars manufactured at plant A have defective emissions control devices. This means that the probability of a car from plant A having a defective emissions control device is 0.06.

To find the joint probability, we multiply the individual probabilities together.

Probability of a car being manufactured at plant A and having a defective emissions control device = Probability of being manufactured at plant A * Probability of having a defective emissions control device

= 0.68 * 0.06

= 0.0408

Therefore, the probability that one of this manufacturer's cars was manufactured at plant A and has a defective emissions control device is 0.0408, or 4.08%.

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