a^2+b^2+2a+4b+5=0
a^2+2a+1+b^2+4b+4=0
(a+1)^2+(b+2)^2=0
所以a+1=0,b+2=0
a=-1,b=-2.
[(a+b/2)+(a-b/2)^2]*(2a^2-1/2b^2)
=[(-1-1)+(-1+1)^2]*(2-1/2*4)
=-2*0
=0
a^2+b^2+2a+4b+5=0
a^2+2a+1+b^2+4b+4=0
(a+1)^2+(b+2)^2=0
所以a+1=0,b+2=0
a=-1,b=-2.
[(a+b/2)+(a-b/2)^2]*(2a^2-1/2b^2)
=[(-1-1)+(-1+1)^2]*(2-1/2*4)
=-2*0
=0