a^2+b^2-4a+6b+13=0
(a-2)^2+(b+3)^2=0
a=2,b=-3
a+b=-1
a=-b
(a+4)^2-(b+4)^2=16
(a+4-b-4)(a+4+b+4)=-2b*8=16,b=-1
a=1
4a^2-b=4+1=5
(133+3/7)^2+(86+4/7)^2+2*(133+3/7)(86+4/7)
=(133+3/7+86+4/7)^2
=(133+87)^2
=220^2
=48400
a^2+b^2-4a+6b+13=0
(a-2)^2+(b+3)^2=0
a=2,b=-3
a+b=-1
a=-b
(a+4)^2-(b+4)^2=16
(a+4-b-4)(a+4+b+4)=-2b*8=16,b=-1
a=1
4a^2-b=4+1=5
(133+3/7)^2+(86+4/7)^2+2*(133+3/7)(86+4/7)
=(133+3/7+86+4/7)^2
=(133+87)^2
=220^2
=48400