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AAKASH SERIES-BINOMIAL THEOREM-EXERCISE - II
- C0 + (C1)/(2) (4) + (C2)/(3) (16) + …………..+(Cn)/(n + 1) (2^(2n))
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- (1 +x)^15 = a0 + a1x +…..+a15 x^15 rArr sum(r = 1)^15 r (ar)/(a(r - 1)...
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- The value of sum(r = 1)^15 r^2 ((""^15Cr)/(""^15C(r - 1)) ) of is equa...
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- If ak is the coefficient of x^k in the expansion of (1 +x+x^2)^n for k...
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- Find the sum of the following (""^(15)C(1))/(""^(15)C(0))+2(""^(15)C...
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- If a0, a1 , a2 …..an are binomial coefficients then (1 + a1/a0)(1 +a2/...
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- ((C0 + C1)(C1 + C2)(C2 + C3)………(C(n-1) + Cn) )/(C0C1C2…Cn)
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- If (1+x)(1+x+x^2)(1+x+x^2+x^3)……(1+x+x^2+……+x^(n-1)) = a0 + a1x + a2x^...
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- If (1 -x + x^2)^n = a0 +a1x + a2x^2+….+a(2n)x^(2n) then a0 + a2 +a4 +...
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- If (1)/(1!(n-1)!) + (1)/(3!(n-3)!) + (1)/(5!(n-5)!) +…. =
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- C0 + C1 + 2.C2(3) + 3.C3(3^2)+ 4.C4(3^3) + ……+n.Cn 3^(n-1) =
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- (1 + x+x^2)^8 = a0 + a1x +…….+a16 x^16 then a0 - a2 + a4 - a6 + ……..+a...
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- If ar is the coefficient x^r in the expansion of (1+x+x^2)^n then a1 -...
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- If (1+2x +3x^2)^10 = a0 +a1x +a2x^2 + ……+a20x^20 then a2/a1 =
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- ""^15C2 + 2.""^15C3 + 3. ""^15C4 + …..+ 14.""^15C15 =
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- ""^20C10.""^15C0 + ""^20C9.""^15C1 + ""^20C8.""^15C2 + …..+""^20C0.""^...
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- ""^10C1 . ""^9C5 + ""^10C2. ""^9C4 + ""^10C3. ""^9C3 + ""^10C4. ""^9C2...
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- sum(r=1)^(10) r. (""^nCr)/(""^nC(r-1)) =
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- sum(r = 0)^(n-1) (Cr)/(Cr + C(r+1)) =
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- The sum of the coefficients in the binomial expansion of (1/x + 2x)^n ...
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