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According to Mendelian genetics, a recessive trait will appear in an offspring if and only if both
parents contribute a recessive gene. If each parent has a dominant and a recessive gene, then the
probability that their offspring will display the recessive trait is 1/4. The following questions
assume a population of offspring bred from parents with one dominant and one recessive gene
for each of the two traits considered. A certain strain of tomato is either tall (dominant trait) or
dwarf (recessive trait). The same strain has either cut leaves (dominant trait) or potato leaves
(recessive trait). Let E1 denote tall cut-leaf offspring, let E2 denote tall potato-leaf offspring, let
L3 denote dwarf cut-leaf offspring, and let L4 denote dwarf potato-leaf offspring. Assuming that
the traits are independent, compute the probability of each Ej. In 1931, J. W. MacArthur
reported experimental results for n - 1611 offspring.'1 MacArthur observed o1 = 926, O2 = 288,
O3 = 293, and O4 - 104. Use these data to test the correctness of the cell probabilities computed
in part (a).
Solution
image of question is not clear please again uplaod it.................

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According to Mendelian genetics, a recessive trait will appear in an .pdf

  • 1. According to Mendelian genetics, a recessive trait will appear in an offspring if and only if both parents contribute a recessive gene. If each parent has a dominant and a recessive gene, then the probability that their offspring will display the recessive trait is 1/4. The following questions assume a population of offspring bred from parents with one dominant and one recessive gene for each of the two traits considered. A certain strain of tomato is either tall (dominant trait) or dwarf (recessive trait). The same strain has either cut leaves (dominant trait) or potato leaves (recessive trait). Let E1 denote tall cut-leaf offspring, let E2 denote tall potato-leaf offspring, let L3 denote dwarf cut-leaf offspring, and let L4 denote dwarf potato-leaf offspring. Assuming that the traits are independent, compute the probability of each Ej. In 1931, J. W. MacArthur reported experimental results for n - 1611 offspring.'1 MacArthur observed o1 = 926, O2 = 288, O3 = 293, and O4 - 104. Use these data to test the correctness of the cell probabilities computed in part (a). Solution image of question is not clear please again uplaod it.................