Kelvin chooses a pair of trousers and a shirt to wear for college. He chooses grey trousers or black trousers. He chooses a red shirt or a yellow shirt. The probability that he chooses grey trousers is 1/3. The probability that he chooses a red shirt is 2/5. His choice of shirt is independent of his choice of trousers. [Figure: Partially completed tree diagram for Trousers and Shirt choices]
- (a)Complete the tree diagram.[2]
- (b)What is the probability that Kelvin chooses grey trousers and a red shirt?[1]
- (c)What is the probability that Kelvin does not choose either black trousers or a red shirt?[2]
This question uses a diagram from the original paper, which isn't shown here. Open the full paper from the past papers archive to see it.
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