If (1+x)^15 = C_0 + C_1 x + C_2 x^2 + ...... + C_15 x^15, then C_2 + 2C_3 + 3C_4 +....+ 14C_15=

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if C0 , C1, C2 ,C3 - - - - C15 are the bionomial coefficient in the expansion of (1+x)¹⁵ then the if C0 , C1, C2 ,C3 - - - - C15 are the bionomial coefficient in the expansion of (1+x)¹⁵ then the
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If (1+x)^(15)+C_(0)+C_(1)x+C_(2)x^(2)+C_(3)x^(3)+ . . .+C_(15)x^(15) and (k=C_(2)+2C_(3)+3C_(4)+... If (1+x)^(15)+C_(0)+C_(1)x+C_(2)x^(2)+C_(3)x^(3)+ . . .+C_(15)x^(15) and (k=C_(2)+2C_(3)+3C_(4)+...
If (1+x)^(15)+C_(0)+C_(1)x+C_(2)x^(2)+C_(3)x^(3)+ . . .+C_(15)x^(15) and (k=C_(2)+2C_(3)+3C_(4)+... If (1+x)^(15)+C_(0)+C_(1)x+C_(2)x^(2)+C_(3)x^(3)+ . . .+C_(15)x^(15) and (k=C_(2)+2C_(3)+3C_(4)+...
`(.^(11)C_0)/1 +(.^(11)C_1)/2+(.^(11)C_2)/3+....+(.^(11)C_(10))/11` `(.^(11)C_0)/1 +(.^(11)C_1)/2+(.^(11)C_2)/3+....+(.^(11)C_(10))/11`
Let X=(\\ ^(10)C_1)^2+2(\\ ^(10)C_2)^2+3(\\ ^(10)C_3)^2+\\ ddot\\ +10(\\ ^(10)C_(10))^2\n, where... Let X=(\\ ^(10)C_1)^2+2(\\ ^(10)C_2)^2+3(\\ ^(10)C_3)^2+\\ ddot\\ +10(\\ ^(10)C_(10))^2\n, where...
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