According to Poiseuille\'s laws, the velocity V of blood is given by V = k(R^2 -

Question

According to Poiseuille's laws, the velocity V of blood is given by V = k(R^2 - r^2) wire R is the radius of the blood vessel, r is the distance of a layer of blood flow from the center of the vessel, and k is a constant. A patient takes blood vessel dilation medication so that her blood velocity is modeled by Poiseuille's law with k = 476.5. Find the rate of change of the blood velocity when R = 0.07 mm and R is changing at 0.008 mm per minute. Assume r is constant. The Wood velocity is increasing at mm per minute each minute.

Explanation / Answer

given work is true

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