1/(z+1)(z+2)=1/(z+1)-1/(z+2)
z/(z+1)(z+2)=z/(z+1)-z/(z+2)
(1)if the region is |z|>2
both terms are causal
the signal is (-(-1)^n+2(-2)^n)*u(n+1)
(2)if the region is 2>|z|>1
the first is causal and the second is anticausal
the signal is -(-1)^nu(n+1)-2*(-2)^n*u(-n-2)
(3)if the region is |z|