右边=(sin^2(a)*(sin(a)+cos(a))-cos^2(a)*(sin(a)+cos(a)))/(sin^2(a)-cos^2(a))
=((sin(a)-cos(a))*(sin(a)+cos(a))^2)/((sin(a)-cos(a))*(sin(a)+cos(a)))
=sin(a)+cos(a)
再两边乘以 1+sin(a)+cos(a)
左边=1+sin(a)+cos(a)+2*sin(a)*cos(a)
右边=(sin(a)+cos(a))*(1+sin(a)+cos(a))
=1+sin(a)+cos(a)+2*sin(a)*cos(a)
左边=右边
结束
过程省略了一些,有问题再问吧