若f(x,y)=√((xy)+x/y),则f,x(2,1)= 是求f对x的偏导数
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若f(x,y)=√((xy)+x/y),则f,x(2,1)= 是求f对x的偏导数
若f(x,y)=√((xy)+x/y),则f,x(2,1)= 是求f对x的偏导数
若f(x,y)=√((xy)+x/y),则f,x(2,1)= 是求f对x的偏导数
df/dx=1/2*1/√(xy+x/y)*(y+1/y)=(y+1/y)/(2√(xy+x/y))
所以df/dx|(x=2,y=1)=(1+1)/(2√(2+2))=1/2
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