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Integrate[d^x*x^2*Sin[x], x] ==
(d^x*(-(Cos[x]*(-2 + x^2 - 4*x*Log[d] +
2*(3 + x^2)*Log[d]^2 - 4*x*Log[d]^3 +
x^2*Log[d]^4)) + (2*x + (-6 + x^2)*Log[d] +
2*(1 + x^2)*Log[d]^3 - 2*x*Log[d]^4 +
x^2*Log[d]^5)*Sin[x]))/(1 + Log[d]^2)^3
x 2 Integrate[d x Sin[x], x] ==
x 2
(d (-(Cos[x] (-2 + x - 4 x Log[d] +
2 2 3
2 (3 + x ) Log[d] - 4 x Log[d] +
2 4
x Log[d] )) +
2 2 3
(2 x + (-6 + x ) Log[d] + 2 (1 + x ) Log[d] -
4 2 5
2 x Log[d] + x Log[d] ) Sin[x])) /
2 3
(1 + Log[d] )
Time to compute: 0.20 second
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