(3a+3b-2)(3a+3b+1)=4
设t=3a+3b
(t-2)(t+1)=4
t^2-t-2=4
t^2-t-6=0
(t-3)(t+2)=0
t1=3 t2=-2
a+b=t÷3
t1=1 t2=-2/3