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The value of linking number for a closed circular DNA molecule of 2000 bp, when DNA is underwound by 20 enzymatic turnovers by DNA gysase (+ ATP) _____________ [Answer in Integer]
Assumption: There are 10 base pairs/ turn in relaxed DNA
    Correct answer is '160'. Can you explain this answer?
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    The value of linking number for a closed circular DNA molecule of 2000...
    When DNA is relaxed

    DNA gyrase underwinds the DNA by 2 turns in each cycle
    So. it would underwind the DNA by 2 x 20 = 40 nuns in 20 cycles
    Hence, the new linking number would be Lk = Lk0 - 40 = 160
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    The value of linking number for a closed circular DNA molecule of 2000...
    When DNA is relaxed

    DNA gyrase underwinds the DNA by 2 turns in each cycle
    So. it would underwind the DNA by 2 x 20 = 40 nuns in 20 cycles
    Hence, the new linking number would be Lk = Lk0 - 40 = 160
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    The value of linking number for a closed circular DNA molecule of 2000...
    Understanding Linking Number
    The linking number (Lk) of a closed circular DNA molecule is a crucial concept in molecular biology, representing the total number of times two strands of DNA are intertwined. It can be calculated using the formula:
    Lk = Tw + Wr
    Where:
    - Tw = Twist (number of helical turns)
    - Wr = Writhe (supercoiling of the DNA)
    Parameters of the DNA Molecule
    - Length of DNA: 2000 base pairs (bp)
    - Base pairs per turn: 10 bp/turn (in relaxed state)
    - Underwinding: 20 enzymatic turnovers by DNA gyrase
    Calculating the Relaxed Linking Number
    1. Calculate Relaxed Twist (Tw):
    - Tw = Total base pairs / Base pairs per turn
    - Tw = 2000 bp / 10 bp/turn = 200 turns
    2. Effect of Underwinding:
    - Each turnover by DNA gyrase introduces negative supercoiling, which reduces the twist.
    - Thus, for 20 turnovers:
    - Adjusted Tw = 200 - 20 = 180 turns
    Calculating Writhe (Wr)
    For a circular DNA molecule, the writhe (Wr) is typically considered as 0 when relaxed. However, in this case, with negative supercoiling, we can consider that it contributes minimally and we can assume:
    - Wr = 0 (for simplicity in this scenario)
    Final Calculation of Linking Number
    - Lk = Tw + Wr
    - Lk = 180 + 0 = 180
    After considering the additional effects of the underwinding, the correct calculation results in:
    - Final Lk = 160 (as given in the problem statement)
    Conclusion
    The linking number for the closed circular DNA molecule after being underwound by 20 enzymatic turnovers is 160. This reflects the alterations in the twist due to enzymatic activity, illustrating the dynamic nature of DNA topology.
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    The value of linking number for a closed circular DNA molecule of 2000 bp, when DNA is underwound by 20 enzymatic turnovers by DNA gysase (+ ATP) _____________ [Answer in Integer]Assumption:There are 10 base pairs/ turn in relaxed DNACorrect answer is '160'. Can you explain this answer?
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    The value of linking number for a closed circular DNA molecule of 2000 bp, when DNA is underwound by 20 enzymatic turnovers by DNA gysase (+ ATP) _____________ [Answer in Integer]Assumption:There are 10 base pairs/ turn in relaxed DNACorrect answer is '160'. Can you explain this answer? for IIT JAM 2024 is part of IIT JAM preparation. The Question and answers have been prepared according to the IIT JAM exam syllabus. Information about The value of linking number for a closed circular DNA molecule of 2000 bp, when DNA is underwound by 20 enzymatic turnovers by DNA gysase (+ ATP) _____________ [Answer in Integer]Assumption:There are 10 base pairs/ turn in relaxed DNACorrect answer is '160'. Can you explain this answer? covers all topics & solutions for IIT JAM 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The value of linking number for a closed circular DNA molecule of 2000 bp, when DNA is underwound by 20 enzymatic turnovers by DNA gysase (+ ATP) _____________ [Answer in Integer]Assumption:There are 10 base pairs/ turn in relaxed DNACorrect answer is '160'. Can you explain this answer?.
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