BIO207H5 Lecture Notes - Wild Type, Penetrance, Statistical Hypothesis Testing

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22 Mar 2014
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From the last lecture, we followed gene segregation in a cross of a true breeding shibire fly with a wild type fly. This is the segregation pattern expected for a single gene. There is no logical way to prove that we have a 3 :1 ratio. Nevertheless, we can think of an alternative hypothesis then show that the alternative hypothesis does not fit the data. Usually, we then adopt the simplest hypothesis that still fits the data. A possible alternative hypothesis is that recessive mutations in two different genes are needed to get a paralyzed fly. In this case a true breeding paralyzed fly would have genotype: aaaaa/aaaaa , bbbbb/bbbbb. Whereas wild type would have genotype: aaaaa/aaaaa , bbbbb/bbbbb. F2: p(aaaaa/aaaaa and bbbbb/bbbbb) = (1/4 )2 = 1/16 p(aaaaa/aaaaa and bbbbb/ ) = 1/4 x 3/4 = 3/16 p(bbbbb/bbbbb and aaaaa/ ) = 3/16 p(aaaaa/ and bbbbb/ ) = the rest = 9/16.

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