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genetics Scenario 1: Scenario 2: a w Aa Gen. o Gen. O Genotype #s Genotype #s Ge

ID: 207202 • Letter: G

Question

genetics

Scenario 1: Scenario 2: a w Aa Gen. o Gen. O Genotype #s Genotype #s Genotype Freq's Allele Freas Genotype Freq's a : Total = 14 Total : Gen. 1 Genotype #s Gen. 1 Genotype #5 Genotype Freq's Allele Freqs Genotype Freqs Total 14 Total Gen. 2 Genotype #s Genotype #s AA-6 Aa- aa = 2 Total 4 Genotype Freqs Allele Freq's Genotype Freq. Total Gen. 3 Genotype #s Gen. 3 Genotype#s Genotype Freqs Allele Freqs Genotype Freq Aa= Aa = aa 2 Total Y Gen. 4 Genotype #s Aaslo Total = (4 Total= 14 Gen. 4 Genotype #s Genotype Freq's Allele Freq.s Genotype Free Aas aa = Total 14 1.0 0.5 0.5

Explanation / Answer

SCENARIO - 1

GEN 0:

Genotype #s

AA = 6

Aa = 6

aa = 2

Total = 14

Genotype Frequencies

AA = 6/14 = 0.4286

Aa = 6/14 = 0.4286

aa = 2/14 = 0.1428

Allele Frequencies

p = Frequency of A = [(2 * 6) + 6] / 28 = 18/28 = 0.643

q = frequency of a = [(2*2)+6] / 28 = 10/28 = 0.357

GEN 1:

Genotype #s

AA = 5

Aa = 8

aa = 1

Total = 14

Genotype Frequencies

AA = 5/14 = 0.35714

Aa = 8/14 = 0.57143

aa = 1/14 = 0.07143

Allele Frequencies

p = Frequency of A = [(2 * 5) + 8] / 28 = 18/28 = 0.643

q = frequency of a = [(2*1)+ 8] / 28 = 10/28 = 0.357

GEN 2:

Genotype #s

AA = 6

Aa = 6

aa = 2

Total = 14

Genotype Frequencies

AA = 6/14 = 0.4286

Aa = 6/14 = 0.4286

aa = 2/14 = 0.1428

Allele Frequencies

p = Frequency of A = [(2 * 6) + 6] / 28 = 18/28 = 0.643

q = frequency of a = [(2*2)+6] / 28 = 10/28 = 0.357

GEN 3:

Genotype #s

AA = 6

Aa = 6

aa = 2

Total = 14

Genotype Frequencies

AA = 6/14 = 0.4286

Aa = 6/14 = 0.4286

aa = 2/14 = 0.1428

Allele Frequencies

p = Frequency of A = [(2 * 6) + 6] / 28 = 18/28 = 0.643

q = frequency of a = [(2*2)+6] / 28 = 10/28 = 0.357

GEN 4:

Genotype #s

AA = 4

Aa = 10

aa = 0

Total = 14

Genotype Frequencies

AA = 4/14 = 0.2857

Aa = 10/14 = 0.7143

aa = 0/14 = 0

Allele Frequencies

p = Frequency of A = [(2 *4 ) + 0] / 28 = 8/28 = 0.2857

q = frequency of a = [(2*10) + 0] / 28 = 20/28 = 0.7143

SCENARIO - 2

GEN 0:

Genotype #s

AA = 4

Aa = 10

aa = 0

Total = 14

Genotype Frequencies

AA = 4/14 = 0.2857

Aa = 10/14 = 0.7143

aa = 0/14 = 0

Allele Frequencies

p = Frequency of A = [(2 *4 ) + 0] / 28 = 8/28 = 0.2857

q = frequency of a = [(2*10) + 0] / 28 = 20/28 = 0.7143

GEN 1:

Genotype #s

AA = 7

Aa = 4

aa = 3

Total = 14

Genotype Frequencies

AA = 7/14 = 0.5

Aa = 4/14 = 0.2857

aa = 3/14 = 0.2143

Allele Frequencies

p = Frequency of A = [(2 * 7) + 4] / 28 = 18/28 = 0.643

q = frequency of a = [(2*3)+ 4] / 28 = 10/28 = 0.357

GEN 2:

Genotype #s

AA = 9

Aa = 0

aa = 5

Total = 14

Genotype Frequencies

AA = 9/14 = 0.6429

Aa = 0/14 = 0

aa = 5/14 = 0.3571

Allele Frequencies

p = Frequency of A = [(2 * 9) + 0] / 28 = 18/28 = 0.643

q = frequency of a = [(2*5)+ 0] / 28 = 10/28 = 0.357

GEN 3:

Genotype #s

AA = 9

Aa = 0

aa = 5

Total = 14

Genotype Frequencies

AA = 9/14 = 0.6429

Aa = 0/14 = 0

aa = 5/14 = 0.3571

Allele Frequencies

p = Frequency of A = [(2 * 9) + 0] / 28 = 18/28 = 0.643

q = frequency of a = [(2*5)+ 0] / 28 = 10/28 = 0.357

GEN 4:

Genotype #s

AA = 9

Aa = 0

aa = 5

Total = 14

Genotype Frequencies

AA = 9/14 = 0.6429

Aa = 0/14 = 0

aa = 5/14 = 0.3571

Allele Frequencies

p = Frequency of A = [(2 * 9) + 0] / 28 = 18/28 = 0.643

q = frequency of a = [(2*5)+ 0] / 28 = 10/28 = 0.357