Population: Male / Female "7 / 3 Imbalance" Scenario
Intro
Using the Assumptions and other setup details presented in
Male / Female Balance,
this entry presents a scenario of number of males and females in an
imbalanced 7/3 ratio at Breakaway.
|
Table
| | BgnY1 | Loss | Gain | EndY2 |
Adults |
% M | 70.10 | 84.91 | 0.0 | 66.80 |
ct M | 218 | -45 | 0 | 173 |
M+F | 311 | -53 | +1 | 259 |
ct F | 93 | -8 | +1 | 86 |
% F | 29.90 | 15.10 | 100.0 | 33.20 |
All |
% M | 70.10 | 84.91 | 50.00 | 65.17 |
ct M | 218 | -45 | +16 | 189 |
M+F | 311 | -53 | +32 | 290 |
ct F | 85 | -8 | +16 | 101 |
% F | 29.90 | 15.09 | 50.00 | 34.83 |
Children |
% M | N/A | N/A | 51.61 | 51.61 |
ct M | 0 | 0 | +16 | 16 |
M+F | 0 | 0 | +31 | 31 |
ct F | 0 | 0 | +15 | 15 |
% F | N/A | N/A | 48.39 | 48.39 |
Conclusions
- This scenario starts with a disparity of
134% (2.34x) more men than women for a 70/30 ratio in initial personnel,
The disparity among adults at the end of Y2 is
101% (2.01x) more men than women for a 37/33 ratio.
87 (50%) of the 173 remaining men would be without a wife if
all remaining women were married or got married
after the end of Y2.
- Lost 20.64% of original population of adult males.
- Lost 08.60% of original population of adult females.
- 33.33% of original population of women had children.
- 14.22% of original population of men became fathers.