∂(2xf'1+ye^xy·f'2)/∂y
=∂(2xf'1)/∂y+∂(ye^xy·f'2)/∂y
=2x(∂f'1)/∂y+∂(ye^xy)/∂y·f'2+ye^xy(∂f'2)/∂y
=2x(∂f'1)/∂y+(e^xy+ye^xy·x)f'2+ye^xy(∂f'2)/∂y
=2x(∂f'1)/∂y+e^xy·(1+xy)f'2+ye^xy(∂f'2)/∂y
注意[g(x)f(x)] '=g '(x)f(x)+g(x)f '(x),你所说的那项就是相当与g '(x)f(x)这一项
∂(2xf'1+ye^xy·f'2)/∂y
=∂(2xf'1)/∂y+∂(ye^xy·f'2)/∂y
=2x(∂f'1)/∂y+∂(ye^xy)/∂y·f'2+ye^xy(∂f'2)/∂y
=2x(∂f'1)/∂y+(e^xy+ye^xy·x)f'2+ye^xy(∂f'2)/∂y
=2x(∂f'1)/∂y+e^xy·(1+xy)f'2+ye^xy(∂f'2)/∂y
注意[g(x)f(x)] '=g '(x)f(x)+g(x)f '(x),你所说的那项就是相当与g '(x)f(x)这一项