The Data

Pregnant mothers are collected. One offspring from each mother is randomly selected and its genotype determined. In addition, the genotypes of a random sample of non-reproductive (``sterile'') females and adult males are determined. The data can be summarized as follows:

	Offspring
Mother	$A_{1}A_{1}$	$A_{1}A_{2}$	$A_{2}A_{2}$	$\sum$	``Sterile'' Females	Males
$A_{1}A_{1}$	$C_{11}$	$C_{12}$	--	$F_{1}$	$S_{1}$	$M_{1}$
$A_{1}A_{2}$	$C_{21}$	$C_{22}$	$C_{23}$	$F_{2}$	$S_{2}$	$M_{2}$
$A_{2}A_{2}$	--	$C_{32}$	$C_{33}$	$F_{3}$	$S_{3}$	$M_{3}$
Total				$F_{0}$	$S_{0}$	$M_{0}$

Given the total sample size for mother-offspring pairs, ``sterile'' females, and males, how many free parameters are there? How many frequencies would we need to know to reproduce the data?

6	for mother-offspring pairs
2	for ``sterile'' females
2	for males
10	total