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单选题 To approximate the concentration of enzymes in a liver cell, assume that the cell contains equal concentrations of 1,000 different enzymes in solution in the cytosol and that each protein has a molecular weight of 100,000. Assume also that the cell is a cylinder (diameter = 1.0 μm, height = 2.0 μm), that the cytosol (specific gravity = 1.20) is 20% soluble protein by weight, and that the soluble protein consists entirely of enzymes. Calculate the average molar concentration of each enzyme in this cell
学科：Biochemistry 《生物化学》一 专业基础课（全英教学）
时间：2025-04-19 09:47:47
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题目3单选题
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题目5单选题
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题目6单选题
To approximate the concentration of enzymes in a liver cell, assume that the cell contains equal concentrations of 1,000 different enzymes in solution in the cytosol and that each protein has a molecular weight of 100,000. Assume also that the cell is a cylinder (diameter = 1.0 μm, height = 2.0 μm), that the cytosol (specific gravity = 1.20) is 20% soluble protein by weight, and that the soluble protein consists entirely of enzymes. Calculate the average molar concentration of each enzyme in this cellA. 2.4 × 10-4 MB. 2.4 × 10-5 MC. 2.4 × 10-6 MD. 2.4 × 10-7 M
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题目8单选题
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题目10单选题
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