we-say-that-Log-z-1-z-2-Log-z-1-Log-z-2-when-Re-z-1-0-and-Re-z-2-0-prove-this-

Question Number 132032 by mohammad17 last updated on 10/Feb/21

w e s a y t h a t L o g (z_{1} z_{2}) = L o g (z_{1}) + L o g (z_{2})

w h e n : R e (z_{1}) ⩽ 0 a n d R e (z_{2}) ⩽ 0

p r o v e t h i s ?

Commented by mohammad17 last updated on 10/Feb/21

h e l p m e s i r p l e a s e

Commented by mohammad17 last updated on 10/Feb/21

s i r

l o g (z) \neq L o g (z)

Commented by yjjyguuh6uhh last updated on 10/Feb/21

b e l o w

Commented by yjjyguuh6uhh last updated on 10/Feb/21