Recommended Questions
- "^10(C0)^2-"^10(C1)^2+"^10(C2)^2-......-("^10C9)^2+("^10C10)^2=
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- Each question has four choices a, b, c and d, out of which only one is...
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- "^10(C0)^2+"^10(C1)^2+"^10(C2)^2+......+("^10C9)^2+("^10C10)^2=
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- If (1+x)^n = C0 + C1 x+ C2 x^2 + ….....+ Cn x^n, then C0+2. C1 +3. C...
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- (C0)/(2)+(C1)/(3)+(C2)/(4)+…...+(Cn)/(n+2)=
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- Evaluate ""^(10)C1 + ""^(10)C2 + ""^(10)C3 + ………+""^10C10
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- Show that C0 + (C0 + C1) + (C0 +C1 + C2)+……. + (C0 + C1 + …+Cn)= (n+2...
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- C0 + 2.C1 + 4.C2 + …….+Cn.2^n = 243 , then n =
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- C0^2 + C1^2 + C2^2 + ………+C25^2 =
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