已知x1+x2=-5,x1x2=3,求x1^2*x2+x1x2^2

问题描述:

已知x1+x2=-5,x1x2=3,求x1^2*x2+x1x2^2
求(x1+3)(x2+3)

x1^2*x2=3X1
x1x2^2=3X2
x1^2*x2+x1x2^2=-15
(x1+3)(x2+3)=X1*X2+3(X1+X2)+9=3-15+9=-3