F1 Cross Essay

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The F1 x F1 cross showed a 9:3:3:1 ratio for wild type: dumpy: sepia: dumpy sepia. Both types of F1xF1 crosses had the same expected ratio regardless of initial parental gender in the reciprocal crosses. My F1 x F1 cross came from a dumpy female parent and a male sepia parent. My results showed a male Chi squared of 3.37 which meant the data had a probability of 0.30. This shows the data was close enough to the ratio since the probability was higher than 0.05 probability. The female Chi squared was 1.54 which provided a probability of 0.70. The 0.70 probability shows that the data was close to the intended 9:3:3:1 ratio. The male and female data had the same expected ratio of 9:3:3:1 but the female data was more accurate. The section data for the F1x F1 with the same parents, from a dumpy female parent and a male sepia parent, had a male …show more content…

This data had a probability of 0.05 according to the chart. The 0.05 probability indicates this data was not very accurate compared to the expected ratio. The female Chi squared was 20.41 which provided a low probability of 0.001. This data was not very accurate at all since the Chi squared was very high and did not follow the ratio closely. The F1 x F1 cross, that used the two parents female sepia and male dumpy, had a male Chi squared of 13.93 which showed a probability of 0.001. The probability showed poor data since it did not fit well with the expected 9:3:3:1 ratio and was lower than the 0.05 cut off. The female Chi squared was 15.13 and showed a probability of 0.001. This data was also not very accurate since it strayed from the expected ratio. Both male and female showed the same expected ratio indicating no different in gender for these genes. The reciprocal crosses also made no impact on the progeny data since the ratios were 9:3:3:1 for both sets of F1 x F1 crosses. Usually it is not a good idea to treat reciprocal test crosses as the same cross using Drosophila because male Drosophila do not cross over while females

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