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MODERN PUBLICATION-BINOMIAL THEOREM-EXERCISE
- If x^p occurs in the expansion of (x^2+1/x)^(2n), prove that its coeff...
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- Determine the term independent of x in the expansion of (1+x+x^(-2)+x^...
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- Find the value of (a^2+ sqrt(a^2-1))^4+(a^2- sqrt(a^2-1))^4.
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- If fourth term in the expansion of : {sqrt(x^(1/(logx+1)))+x^(1/12)}^6...
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- Find the value of x for which the sixth term of : (sqrt(2^(log(10-3^x)...
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- If in the expansion of (1-x)^(2n-1), the coefficient of x^r is denoted...
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- If C1,C2,C3,C4 are the coefficients of any four consecutive terms in t...
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- For the expansion of (1 + x)^n= C0+C1x+C2x^2+......+ Cn x^n, show that...
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- 7! div 5! is :
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- 3!+4! is
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- 4! -3! is :
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- If n=7 and r= 5, then the value of ""^nCr is :
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- If n=5 and r= 3, then the value of ""^nCr is :
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- If n=8 and r= 3, then the value of ""^nPr is :
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- The value of (12!)/(10!2!) is :
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- The value of (8!)/(6!xx2!) is :
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- The value of (7!)/(5!) is :
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- If ""^nCr= ""^nCs, then n is:
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- If ""^nC8= ""^nC9, then n is:
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- The value of (7!)/(5!) is :
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