y=(x+1)arctan√x 求dy
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y=(x+1)arctan√x求dyy=(x+1)arctan√x求dyy=(x+1)arctan√x求dydy=arctan√xd(x+1)+(x+1)darctan√x=arctan√xdx+(x
y=(x+1)arctan√x 求dy
y=(x+1)arctan√x 求dy
y=(x+1)arctan√x 求dy
dy=arctan√xd(x+1)+(x+1)darctan√x
=arctan√xdx+(x+1)*1/(1+x)d√x
=arctan√xdx+1*(1/2√x)dx
=[arctan√x+1/(2√x)]dx
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