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PATHFINDER-BINOMIAL THEOREM-QUESTION BANK
- Let n=3^(100), then for n
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- Let an=(1000)^n/(n!) for n in N. Then an is greatest, when
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- Which of the following is/are correct
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- Answer the following question based on above passage: The coefficient...
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- Answer the following question based on above passage: The coefficient...
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- Let P=sum(r=1)^(50)(^(50+r)Cr(2r-1))/(^(50)Cr(50+r)), Q=sum(r=1)^(50)(...
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- Let P=sum(r=1)^(50)((50+r)Cr(2r-1))/((50)Cr(50+r)), Q=sum(r=1)^(50)(50...
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- In reference to the expansion (1+x)^n=sum(r=0)^nCrx^r, n in N, match t...
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- Match List - I with List-II
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- Match List - I with List-II
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- If 6^83+8^83 is divided by 49, then the sum of the digits of remainder...
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- Given (1-2x+5x^2-10x^3)(1+x)^n=1+a1x+a2x^2+.... and that a1^2=2a2, the...
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- The digit in the units place of the decimal representation of 7^1000 i...
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- The remainder, if 1+2+2^2+2^3+....+2^1999 in divided by 5 is
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- The sum of possible values of x for which the fifth term in the expans...
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- Find the coefficient of x^24 in (x^2+(3a)/x)^15
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- If in the expansion of (1+x)^43 the coefficient of (2r+1)^(th) term in...
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- The coefficient of the middle term of the expansion of (1-2x+x^2)^n is
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- Find the coefficient of x^4 in the expansion of (1+x-2x^2)^7
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- If the coefficients of four consecutive terms in the expansion of (1+x...
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