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In how many ways can a team of 6 horses be selected out of a stud of 16, so that there shall always be three out of A B C A B C, but never A A, B B or C C together a. `840` b. `1260` c. `960` d. `720`

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960
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MOTION-THEORY AND EXERCISE BOOK-EXERCISE -3
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  2. An examination paper consists of 12 questions diyided in to part A and...

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  3. In how many ways can a team of 6 horses be selected out of a stud o...

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  4. During a draw of lottery, tickets bearing numbers 1, 2, 3,......, 40, ...

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  8. 12 persons are to be seated at a square table, three on each side. 2 p...

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  9. (i) Prove that: ""^(n)P(r) = ""^(n-1)P(r) + r. ""^(n-1)P(r–1) (ii) ...

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  10. There are 20 books on Algebra and Calculus in one library. For the ...

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  11. The Indian cricket team with eleven players, the team manager, the phy...

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  14. In how many other ways can the letters of the word MULTIPLE be arrange...

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  15. Number of words each consisting of two vowels and two consonants which...

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  16. Find the number of words each consisting of 3 consonants & 3 vowels th...

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  17. In how many ways 8 persons can be seated on a round table (a) If two...

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  18. Determine the number of paths from the origin to the point (9, 9) in t...

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  19. The number of ways of forming the committee, is

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  20. The number of committees in which women are in majority, is

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