Homework set #2 BENG 100 Spring 2008 Due: January 31, 2008 From Chapter 5 1. A spherical cell with the diameter of 10 μ m has a protein concentration of 20 mg/ml. Determine the number of protein molecules within the cell if the molecular weight of an average protein is 50,000 Daltons(g/mol). Recall that Avogadro’s number is N A = 6.0221367 x 10 23 molecules/mol. 2. The sphere, cylinder and rectangular parallelepiped are common shapes that could be used to model different living cells. Assume that you have 3 cells, a sphere, a cylinder, and a rectangular parallelepiped. Each cell has the same volume (1 μ m 3 ), and the radius of the sphere and the cylinder are equal to the width of the two sides of the rectangular cell. a. What are the surface / volume ratios for these shapes? b. Which shape is better? Why? c. Why might a given weight of small cells be more metabolically active than the same weight of large cells? (Assume the density is constant) d. Does the answer in (c) change if you compared an equal number of cells (rather
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This note was uploaded on 02/06/2012 for the course BENG 100 taught by Professor Marksaltzman during the Spring '08 term at Yale.