We have annual reports for company's revenue and can calculate annual growth as $yg = {y_{i+1} \over y_i}$.
And then we can calculate the average monthly growth as $mg = ({y_{i+1} \over y_i})^{1 \over 12}$.
So for reports 2000-12 $1m
and 2001-12 $2m
the average monthly growth would be 1.06
.
But how calculate monthly growth when the revenue became negative?
For reports 2000-12 revenue = $1m
and 2001-12 revenue = $-1m
?
P.S.
I need it for simple prediction. For example 2000-12 $1m
and 2001-12 $2m
the revenue in 2002-02
could be predicted as $2 \times 1.06^2 = 2.25$
2001 revenue = $1M, 2002 revenue = $-1M
– Alex Craft Jun 05 '20 at 04:07