改变积分次序∫01dxf(x,y)dy=______.

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问题 改变积分次序∫01dxf(x,y)dy=______.

选项

答案01dy∫01f(x,y)dx+[*]f(x,y)dx

解析 如图,

D1={(x,y)|0≤x≤y,0≤y≤1},
D2={(x,y)|0≤x≤ },则
01f(x,y)dy=∫01dy∫01f(x,y)dx+f(x,y)dx.
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