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A group of cells is assayed for DNA content immediately following mitosis and is found to have an average of 8 picograms of DNA per nucleus. The amount of DNA (in picograms) found at the end of S and G2 phase would be __________
    Correct answer is '16'. Can you explain this answer?
    Verified Answer
    A group of cells is assayed for DNA content immediately following mito...
    In the S-phase of cell cycle, the amount of DNA doubles. So in S-phase, 8 picogram will double as 16 picogram. And then G2 phase will occur.
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    A group of cells is assayed for DNA content immediately following mito...
    Calculating DNA content in different phases of the cell cycle

    Introduction:
    In the cell cycle, DNA replication occurs during the S phase, while the G2 phase is the period between DNA replication and the onset of cell division. The amount of DNA in a cell varies during the different phases of the cell cycle.

    Given information:
    The average DNA content of a group of cells immediately following mitosis is 8 picograms.

    Calculating DNA content:
    Since DNA replication occurs during the S phase, the amount of DNA doubles after this phase. Therefore, the amount of DNA in the cell at the end of the S phase would be 8 picograms x 2 = 16 picograms.

    During the G2 phase, the cell prepares for cell division. The DNA content remains the same as in the S phase, 16 picograms in this case.

    Therefore, the amount of DNA found at the end of the S and G2 phase would be 16 picograms.

    Conclusion:
    The amount of DNA in a cell varies during the different phases of the cell cycle. The DNA content doubles after the S phase and remains the same during the G2 phase. In this case, the amount of DNA found at the end of the S and G2 phase would be 16 picograms.
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    A group of cells is assayed for DNA content immediately following mitosis and is found to have an average of 8 picograms of DNA per nucleus. The amount of DNA (in picograms) found at the end of S and G2 phase would be __________Correct answer is '16'. Can you explain this answer?
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