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DIPTI PUBLICATION ( AP EAMET)-BINOMIAL THEOREM-EXERCISE 1B (BINOMIAL COEFFICIENTS)
- If n is odd then C0^2 - C1^2+C2^2-…....+(-1)^n Cn^2=
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- If n is even then C0^2 - C1^2+C2^2-…....+(-1)^n Cn^2=
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- ""^((2n + 1))C0 - ""^((2n+ 1))C1 + ""^((2n + 1))C2 - ……+""^((2n + 1))C...
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- Prove that (""^(2n)C(0))^(2)-(""^(2n)C(1))^(2)+(""^(2n)C(2))-(""^(2n...
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- C1//1-C2//2+C3//3-C4//4+…+(-1)^(n-1) Cn//n=
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- C0 - 2^3 . C1 +3^2. C2 - …. + (-1)^n (n+1)^2 . (Cn)=
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- Use the identity (1+x)^(m)(1+x)^(n)=(1+x)^(m+n) to prove Vandermonde's...
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- C0 - C2 + C4 - C6 +….....
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- C1 - C3 + C5 - C7 + …...
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- The term independent of x in (1+x)^n (1+(1)/(x))^n is
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- If a(n)=sum(r=0)^(n)(1)/(""^(n)C(r)) then sum(r=0)^(n)(r)/(""^(n)C(r))...
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- If x+y=1, then sum(r=6)^(n) r ^n Cr x^r . Y^(n-r)=
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- If x+y=1 then sum(r=0)^(n) r^2. ^(n) Cr x^r .y^(n-r)=
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- the value of (1)/((81)^n)-^(2n) C1. ((10)^2)/((81)^n)+ ^(2n) C1 ((10)^...
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- There are two bags each of which contains n balls. A main has to selec...
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- The sum of the coefficient of (1+2x-4x^2)^35 is
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- The sum of the coefficients of (5x-4y)^n where n is positive integer, ...
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- The sum of the coefficients in the expansion of (1+x-3x^2)^(171) is
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- The sum of the coefficients of even powers of x in the expansion of (1...
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- The sum of the coefficients of even powers of x in the expansion of (...
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