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SURA PUBLICATION-COMBINATORICS AND MATHEMATICAL INDUCTION -EXERCISE 4.3
- If .^(n)C(12) = .^(n)C(9) " find " .^(21) C(n)
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- If .^(15)C(2r-1) = .^(15)C(2r + 4) " find " r
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- If .^(n)P(r) = 720 . " If " .^(n)C(r) = 120 " find " n , r
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- Prove that .^(15)C(3) + 2 xx .^(15)C(4) + .^(15)C(5) = .^(17)C(5)
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- Prove that .^(35)C(5) + sum(r=0)^(4^((39-r))) C(4) = .^(40)C(5)
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- If .^(n+2) C(8) : ^((n-2)) P(4) = 57: 16 , find the value of n.
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- Prove that .^(2n)C(n) = ( 2^(n) xx 1 xx 3 xx …(2n-1))/(n!)
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- Prove that if 1 le r le n " then " n xx^((n-1))C(r-1)= (n-r+1).^(n)...
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- A Kabaddi coach has 14 players ready to play. How many different...
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- There are 15 persons in a party and if each 2 of then shakes hands w...
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- How many chords can be drawn through 20 points on a circle ?
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- In a parking lot one hundred one year old cars, are parked. Out of t...
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- How many ways can a team of 3 boys, 2 girls and 1 transgender be se...
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- Find the total number of subsets of a set with . (i) 4 elements (...
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- A trust has 25 members . (i) How many ways 3 officers can be sel...
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- How many ways a committee of six persons from 10 persons can be chosen...
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- How many different selections of 5 books can be made from 12 differe...
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- There are 5 teachers and 20 students . Out of them a committee of t...
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- In an examination a student has a answer 5 questions, out of 9 quest...
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- Determine the number of 5 card combinations out of a deck of 52 car...
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