If 20Cr is the coefficient of x^r in the expansion of (1+x)²⁰ then the value of Sigma( r=0 to 20)r²

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If 20Cr is the co-efficient of xr in the expansion of (1 + x)20, then the value of ∑r=020r.... If 20Cr is the co-efficient of xr in the expansion of (1 + x)20, then the value of ∑r=020r....
#If 20cr is the co-efficient of x^r in the expansion of (1+x)^20 then #jeemains2021#jeemainspyq #If 20cr is the co-efficient of x^r in the expansion of (1+x)^20 then #jeemains2021#jeemainspyq
Binomial Theorem: If 20Cr is the co-efficient of xr in the expansion of (1 + x)20, [JEE Main,Aug,21] Binomial Theorem: If 20Cr is the co-efficient of xr in the expansion of (1 + x)20, [JEE Main,Aug,21]
For r=0,1, … ., 10, let A_r, B_r and C_r denote, respectively, the coefficient of x^r in the expa... For r=0,1, … ., 10, let A_r, B_r and C_r denote, respectively, the coefficient of x^r in the expa...
If in expansion of (1-x)^2n-1, Ar denotes the coefficient of x^r then prove that A(r-1)+A(2n-r)=0 If in expansion of (1-x)^2n-1, Ar denotes the coefficient of x^r then prove that A(r-1)+A(2n-r)=0
Binomial theorem: AQ 2: If Ar, Br & Cr are coeff of x^r in (1+x)^10, 20, 30, find Ar(B10Br-C10Ar) Binomial theorem: AQ 2: If Ar, Br & Cr are coeff of x^r in (1+x)^10, 20, 30, find Ar(B10Br-C10Ar)
If `(1-x-x^2)^20=sum_(r=0)^40a_r.x^r`, then If `(1-x-x^2)^20=sum_(r=0)^40a_r.x^r`, then
If 20C, is the co-efficient of x in the expansion of (1+x)20, then the 20 value of r2 20 C, is equal If 20C, is the co-efficient of x in the expansion of (1+x)20, then the 20 value of r2 20 C, is equal