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The color of some beans is controlled by three different genes, A, B, and C, making bean color a polygenic treat. If we start with parents that are heterozygous for each gene, then for each individual genotype, probability can be deduced using a simple Punnett Square. Below are Punnett Squares for each individual gene. А a B b C A AA Aa BB Bb C CC Сс a Aa aa Ва bb Сс CC AA = 25% ВВ 3 25% СС 3 25% Which rule for calculating probability (And Rule or Or Rule) would be used to determine the probability of a bean with the genotype AABBCC? Therefore, to calculate the probability of a bean being AA, BB, and CC, the individual probabilities would need to be (Note: this is not asking for a number - it's asking you what you need to do mathematically with the individual probabilities to calculate a bean being AA, BB, CC.) The probability of a bean being AABBCC is • Report your answer as a percent and round to two decimal places. B.

The color of some beans is controlled by three different genes, A, B, and C, making bean color a polygenic treat. If we start with parents that are heterozygous for each gene, then for each individual genotype, probability can be deduced using a simple Punnett Square. Below are Punnett Squares for each individual gene. А a B b C A AA Aa BB Bb C CC Сс a Aa aa Ва bb Сс CC AA = 25% ВВ 3 25% СС 3 25% Which rule for calculating probability (And Rule or Or Rule) would be used to determine the probability of a bean with the genotype AABBCC? Therefore, to calculate the probability of a bean being AA, BB, and CC, the individual probabilities would need to be (Note: this is not asking for a number - it's asking you what you need to do mathematically with the individual probabilities to calculate a bean being AA, BB, CC.) The probability of a bean being AABBCC is • Report your answer as a percent and round to two decimal places. B.

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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The color of some beans is controlled by three different genes, A, B, and C, making bean color a polygenic treat. If we start with parents that are heterozygous for each gene, then for each individual genotype, probability can be deduced using a simple Punnett Square. Below are Punnett Squares for each individual gene. A a В b A AA Aa В BB Bb C CC Сс a Aa aa b Ва bb Сс CC AA = 25% ВВ 3 25% CC = 25% Which rule for calculating probability (And Rule or Or Rule) would be used to determine the probability of a bean with the genotype AABBCC? Therefore, to calculate the probability of a bean being AA, BB, and CC, the individual probabilities would need to be - (Note: this is not asking for a number - it's asking you what you need to do mathematically with the individual probabilities to calculate a bean being AA, BB, CC.) The probability of a bean being AABBCC is • Report your answer as a percent and round to two decimal places.
Transcribed Image Text:The color of some beans is controlled by three different genes, A, B, and C, making bean color a polygenic treat. If we start with parents that are heterozygous for each gene, then for each individual genotype, probability can be deduced using a simple Punnett Square. Below are Punnett Squares for each individual gene. A a В b A AA Aa В BB Bb C CC Сс a Aa aa b Ва bb Сс CC AA = 25% ВВ 3 25% CC = 25% Which rule for calculating probability (And Rule or Or Rule) would be used to determine the probability of a bean with the genotype AABBCC? Therefore, to calculate the probability of a bean being AA, BB, and CC, the individual probabilities would need to be - (Note: this is not asking for a number - it's asking you what you need to do mathematically with the individual probabilities to calculate a bean being AA, BB, CC.) The probability of a bean being AABBCC is • Report your answer as a percent and round to two decimal places.
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