50 people were asked if they like tea, coffee and hot chocolate. Every person liked at least one of the drinks. 17 of the people like all three drinks. 31 of the people like hot chocolate. 34 of the people like tea. 21 of the people like tea and coffee. 7 of the people like tea and hot chocolate but not coffee. 2 of the people like coffee and hot chocolate but not tea.
Two of the 50 people are chosen at random. Verify that the probability that they both like coffee is 4961225\displaystyle \frac{496}{1225}1225496
72 exam-style questions on OCR GCSE Maths Conditional Probability. Each one has a worked solution and a mark scheme showing where the marks go.