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Show velocity of blood is greatest along the central axis

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Reference no: EM131563776

Question: VELOCITY OF BLOOD According to a law discovered by the 19th-century physician Jean Louis Marie Poiseuille, the velocity (in centimeters/second) of blood r cm from the central axis of an artery is given by

√(r) = k(R2 - r2)

Where k is a constant and R is the radius of the artery . Show that the velocity of blood is greatest along the central axis.

Reference no: EM131563776

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