7. In a chess competition involving some men and women, every player needs to play exactly one game with every other player. It was found that in 45 games, both the players were women and in 190 games, both players were men. What is the number of game in which one person was a man and another person was a woman? * 12 40 180 200
7. In a chess competition involving some men and women, every player needs to play exactly one game with every other player. It was found that in 45 games, both the players were women and in 190 games, both players were men. What is the number of game in which one person was a man and another person was a woman? * 12 40 180 200
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
7. In a chess competition involving some men and women, every player needs to play exactly one game with every other player. It was found that in 45 games, both the players were women and in 190 games, both players were men. What is the number of game in which one person was a man and another person was a woman? *
12
40
180
200
8. In a locality, there are ten houses in a row. One night, a thief planned to steal from three houses in the locality. In how many ways can the thief plan such that no two houses are next to each other? *
56
73
80
120
9. In how many ways can you group 12 people into 2 groups of 3 people and 3 groups of 2 people? *
1, 663, 200
2, 796, 330
4, 862, 200
5, 681, 030 .
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