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An organism has 27000bp genome. Consider id all the nucleotides are encoded to protein molecules each with 50kD. The maximum no. of protein molecules encoded by the genome would be __________
    Correct answer is '20'. Can you explain this answer?
    Verified Answer
    An organism has 27000bp genome. Consider id all the nucleotides are en...
    Given: Genome size = 27000bp
    We know, 3 bp of DNA encodes for 1 amino acid = 110Da
    So, 270bp of DNA encodes = 90 amino acids  =90 × 110 = 9900Da = 9.9kD 410kDa
    For, 50kDa protein, the required DNA size would be = (270/10) × 50 = 1.35 kb.
    Here, the total length of the DNA = 27000. So maximum number of proteins encoded from the DNA is 27000bp/1350 bp = 20.
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    An organism has 27000bp genome. Consider id all the nucleotides are en...
    Calculating the Maximum Number of Protein Molecules Encoded by the Genome

    Given data:
    - Genome size: 27000 bp
    - Nucleotides encoded to protein molecules
    - Each protein molecule size: 50 kD

    To calculate the maximum number of protein molecules encoded by the genome, we need to follow these steps:

    Step 1: Convert bp to kbp
    - 1 bp = 0.001 kbp
    - Genome size in kbp = 27000 x 0.001 = 27 kbp

    Step 2: Calculate the number of codons
    - Each codon is made up of three nucleotides
    - Number of codons = (27 kbp x 1000) / 3 = 9000 codons

    Step 3: Calculate the number of amino acids
    - Each codon codes for one amino acid
    - Number of amino acids = 9000 amino acids

    Step 4: Calculate the number of protein molecules
    - Each protein molecule is made up of a specific sequence of amino acids
    - To calculate the maximum number of protein molecules encoded by the genome, we need to assume that each amino acid sequence is unique and does not repeat
    - The maximum number of protein molecules = the number of possible amino acid sequences
    - The number of possible amino acid sequences = 20^9000
    - 20 is the number of different amino acids that can be used to build a protein molecule
    - 9000 is the number of amino acids encoded by the genome
    - Using the formula, we get: 20^9000 = 1.35 x 10^11783

    Step 5: Convert the number of protein molecules to a more manageable form
    - The number of protein molecules is extremely large and not practical to work with
    - To get a more manageable number, we can take the logarithm base 10 of the number
    - log10(1.35 x 10^11783) = 11783 log10(1.35 x 10)
    - log10(1.35 x 10) = log10(1.35) + log10(10) = 0.13 + 1 = 1.13
    - 11783 log10(1.35 x 10) = 13285.79

    Step 6: Calculate the maximum number of protein molecules
    - The maximum number of protein molecules = 10^(13285.79)
    - Using a calculator, we get: 1.12 x 10^13285

    Final Answer:
    The maximum number of protein molecules encoded by the genome is approximately 20.
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    An organism has 27000bp genome. Consider id all the nucleotides are encoded to protein molecules each with 50kD. The maximum no. of protein molecules encoded by the genome would be __________Correct answer is '20'. Can you explain this answer?
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    An organism has 27000bp genome. Consider id all the nucleotides are encoded to protein molecules each with 50kD. The maximum no. of protein molecules encoded by the genome would be __________Correct answer is '20'. 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 An organism has 27000bp genome. Consider id all the nucleotides are encoded to protein molecules each with 50kD. The maximum no. of protein molecules encoded by the genome would be __________Correct answer is '20'. 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 An organism has 27000bp genome. Consider id all the nucleotides are encoded to protein molecules each with 50kD. The maximum no. of protein molecules encoded by the genome would be __________Correct answer is '20'. Can you explain this answer?.
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