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int(x-^(11)C(1)x^(2)+^(11)C(2)x^(3)-^(11...

int(x-^(11)C_(1)x^(2)+^(11)C_(2)x^(3)-^(11)C_(3)x^(4)+......-^(11)C_(11)x^(12))dx=

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int(x-.^(11)C_(1)x^(2)+.^(11)C_(2)x^(3)-.^(11)C_(3)x^(4)+...-.^(11)C_(x^(12)))dx equal to

int(x-11C_(1)x^(2)+11C_(2)x^(3)-11C_(3)x^(4)+....-11C_(11)x^(12))dx=....

Solve the equation ""^(11)C_(1) x^(10) - ""^(11)C_(3) x^(8) + ""^(11)C_(5) x^(6) - ""^(11)C_(7) x^(4) + ""^(11)C_(9) x^(2) - ""^(11)C_(11) = 0

int(x^2-x^11)dx

(11C_(0))/(1)+(11C_(1))/(2)+(11C_(2))/(3)+......+(11C_(10))/(11)=

(.1^(11)C_(0))/(1)+(.^(11)C_(1))/(2)+(.^(11)C_(2))/(3)+....+(.1^(11)C_(10))/(11)

""^(11)C_(0)+""^(11)C_(1)+""^(11)C_(2)+""^(11)C_(3)+""^(11)C_(4)+""^(11)C_(5)=

int_(0)^(11)((11-x)^(2))/(x^(2)+(11-x)^(2))dx=

int_(0)^(11)((11-x)^(2))/(x^(2)+(11-x)^(2))dx=