Since the slips are picked up one after the other without replacement, they have distinct numbers on them 4 distinct numbers can be arranged among themselves in 4! ways. (i.e. 24 ways). Of these 24 ways only one arrangement is in ascending order.
∴ The required probability = 1/24.
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Assume that there are no draws to begin with ⇒ Total points after 10 games = (5 + 3 + 2) x 10 = 100. But with each draw total falls by ∴we need (100 – 92) + 4 = draws. |
Using the Venn diagram
People who are O-ve = 100 – n (A∪B∩Rh)
=100 – [40 + 18 + 82 – 5 – 31 – 11 + 4]
=100 – 97
= 3
Using Venn diagram
People who are O +ve = people who have only Rh = 44)