Answer 29 6 According to Poiseuilles Law the volume of blood

Answer:%

2-9 #6

According to Poiseuille\'s Law, the volume of blood per unit time that flows past a given position in a blood vessel is proportional to the fourth power of the radius of the vessel. In other words, $\"F$ , where $\"F\"$ is the flux, $\"r\"$ is the radius, and $\"k\"$ is a constant. If $\"r\"$ changes by 6 percent, use differentials to approximate the percentage change in $\"F\"$ .

Answer:%

dF = 4kr^3 dr dF/F = 4 dr/r = 4*6 =24%

$Answer:% 2-9 #6 According to Poiseuille\'s Law, the volume of blood per unit time that flows past a given position in a blood vessel is proportional to the four$

Answer 29 6 According to Poiseuilles Law the volume of blood

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