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Answer to Question #5065 in Biochemistry for chrsitine

Question #5065
Trihybrid Cross ASsignment

-provide the ratio and phenotypes for the following:

What is the phenotypic ratio for the following cross. Assume that the principle of dominance applies, and the organisms in question are diploid and sexually reproducing. The organisms(fruit flies in the genus MELANOGASTER (male and female) are heterozygous for three traits.: AaBbCc. Dominant "A" is for brown coloring; recessive "a" is for gold coloration; dominant "B" is for red eyes; recessive "b" is for white eyes; and, dominant "C" is for 4wings, and recessive "c" is for no wings(wingless). Use a Punnet square to supply the possible phenotypes.
Expert's answer
AaBbCc× AaBbCc../../..//assignments/uploaded_files/static/6d/1c/6d1c62ed59e793b77d4a0fae17c69324.pngdata:image/png;base64,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:///data:image/png;base64,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Biology

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