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PATHFINDER-BINOMIAL THEOREM-QUESTION BANK
- Coefficient of x^50 in (1+x)^(1000)+2x(1+x)^(999)+3x^2(1+x)^(998)+.......
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- C0/2-C1/3+C2/4-C3/5+.... is equal to
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- The coefficient of x^7 in the expansion of (1-x-x^2+x^3)^6 is
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- Let (1+x^(2))^(2) (1+x)^(n) = underset(k = 0)overset(n+4)suma(k)x^(k)....
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- Coefficient of x^n in the expansion of (1+x)^(2n) is
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- If (1+x+x^2)^n=a0+a1x+...+a(2n)x^(2n) then
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- The coefficients of x^7 in the expansion of (x^3+3x+3/x+1/x^3)^5 is
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- 3^(2n+2)-8n-9 is divisible by
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- If (x+1/x+x^2+1/x^2)^11=a0x^(-22)+a1x^(-21)+.....+a44x^(22), then a0+a...
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- If (8+3sqrt7)^n=P+F, where P is an integer and F is a proper fraction,...
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- 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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