5For the case of myoglobin, where mnet =4000 g/mole, how fast does a centrifuge have to spin before the bottom of the tube at a radius of R1 = 20 cm has 10 times the concentration at a radius of R2 = 19.9 cm? Find ω in radians per second from the formula, divide by 2π to get revolutions per second, and then multiply by 60 to get rpm (revolutions per minute).
5For the case of myoglobin, where mnet =4000 g/mole, how fast does a centrifuge have to spin before the bottom of the tube at a radius of R1 = 20 cm has 10 times the concentration at a radius of R2 = 19.9 cm? Find ω in radians per second from the formula, divide by 2π to get revolutions per second, and then multiply by 60 to get rpm (revolutions per minute).
Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter2: One Dimensional Motion
Section: Chapter Questions
Problem 46PQ: In Example 2.6, we considered a simple model for a rocket launched from the surface of the Earth. A...
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5For the case of myoglobin, where mnet =4000 g/mole, how fast does a centrifuge have to spin before the bottom of the tube at a radius of R1 = 20 cm has 10 times the concentration at a radius of R2 = 19.9 cm? Find ω in radians per second from the formula, divide by 2π to get revolutions per second, and then multiply by 60 to get rpm (revolutions per minute).
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