8. Complete the following table for the genetic makeup of "children" produced by four families, each with two heterozygous (Aa) parents. Add up your results to determine the total number of AA, Aa, and aa combinations in the children produced by your coin tosses. These children form a "population." Calculate the fractions of the children in this population who have each of the three genotypes. Then, convert the fractions to percentages. ( ts) Table 1 1.First family of 4 children 2.Next family of 4 children 3.Next family of 4 children 4.Next family of 4 children 5. Total 6. Fractions 7. Percentages 8. Predicted percentages from Punnett square Q6 (page 3) AA Aa aa het

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
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Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 11CYU
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total of 16 babies (16 separate coin tosses representing 4 families of 4). Fill
out the table below with your results.
8. Complete the following table for the genetic makeup of "children"
produced by four families, each with two heterozygous (Aa) parents. Add up
your results to determine the total number of AA, Aa, and aa combinations
in the children produced by your coin tosses. These children form a
"population." Calculate the fractions of the children in this population who
have each of the three genotypes. Then, convert the fractions to
percentages. (
hts)
Table 1
1.First family of 4 children
2.Next family of 4 children
3.Next family of 4 children
4.Next family of 4 children
5. Total
6. Fractions
7. Percentages
8. Predicted percentages from
Punnett square Q6 (page 3)
AA
Aa
aa
or heads p.
ed by the
ng bebvn
9. Compare the results for these children produced by your coin toss
matings with the predictions from the Punnett Square in Question 6 (lines 7
and 8, Table 1). Are the percentages of each genotype in these children
similar to the predicted percentages? Which ones differ by more than 5%?
Are they higher or lower than expected? (
10. One pair of students ended up with a significant difference from
expected, as their coin tosses resulted in a majority of albino children (10 of
the 16). Explain why this may have occurred?
Transcribed Image Text:total of 16 babies (16 separate coin tosses representing 4 families of 4). Fill out the table below with your results. 8. Complete the following table for the genetic makeup of "children" produced by four families, each with two heterozygous (Aa) parents. Add up your results to determine the total number of AA, Aa, and aa combinations in the children produced by your coin tosses. These children form a "population." Calculate the fractions of the children in this population who have each of the three genotypes. Then, convert the fractions to percentages. ( hts) Table 1 1.First family of 4 children 2.Next family of 4 children 3.Next family of 4 children 4.Next family of 4 children 5. Total 6. Fractions 7. Percentages 8. Predicted percentages from Punnett square Q6 (page 3) AA Aa aa or heads p. ed by the ng bebvn 9. Compare the results for these children produced by your coin toss matings with the predictions from the Punnett Square in Question 6 (lines 7 and 8, Table 1). Are the percentages of each genotype in these children similar to the predicted percentages? Which ones differ by more than 5%? Are they higher or lower than expected? ( 10. One pair of students ended up with a significant difference from expected, as their coin tosses resulted in a majority of albino children (10 of the 16). Explain why this may have occurred?
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