1. "Diffusion" sounds slow, but on the scale of a cell it is very fast. The average instantaneous velocity of a particle in solution is v= (kT/m)², where k = 1.38 X 10“ g cm³/K sec², T = temperature in K, m = mass in g/molecule. A) Calculate the instantaneous velocity of a molecule of glucose and a molecule of myoglobin (a protein), at 37°C [molecular mass for glucose = 180 g/mol; molecular mass for myoglobin = 15,000 g/mol].

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1. "Diffusion" sounds slow, but on the scale of a cell it is very fast. The average instantaneous velocity of
a particle in solution is v= (kT/m)", where k = 1.38 X 101 g cm?/K sec², T= temperature in K, m =
mass in g/molecule.
A) Calculate the instantaneous velocity of a molecule of glucose and a molecule of myoglobin (a
protein), at 37°C [molecular mass for glucose = 180 g/mol; molecular mass for myoglobin = 15,000
g/mol].
Transcribed Image Text:1. "Diffusion" sounds slow, but on the scale of a cell it is very fast. The average instantaneous velocity of a particle in solution is v= (kT/m)", where k = 1.38 X 101 g cm?/K sec², T= temperature in K, m = mass in g/molecule. A) Calculate the instantaneous velocity of a molecule of glucose and a molecule of myoglobin (a protein), at 37°C [molecular mass for glucose = 180 g/mol; molecular mass for myoglobin = 15,000 g/mol].
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