设f(x,y)连续,且f(x,y)=xy+,其中D由y=0,y=x2及x=1围成,则f(x,y)=_________.

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问题 设f(x,y)连续,且f(x,y)=xy+,其中D由y=0,y=x2及x=1围成,则f(x,y)=_________.

选项

答案x+y+ 1/8

解析,则f(x,y)=xy+k,两边在D上积分得
,解得k=1/8,所以f(x,y)=xy+ 1/8
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