Poiseuille’s Law. The speed of blood in a vessel is given by V ( L , p , R , r , u ) = p 4 L u ( R 2 − r 2 ) , where R is the radius of the vessel, r is the distance of the blood from the center of the vessel, L is the length of the blood vessel, p is the blood pressure, and v is the viscosity of the blood. Find V ( 1 , 100 , 0.0075 , 0.0025 , 0.05 )
Poiseuille’s Law. The speed of blood in a vessel is given by V ( L , p , R , r , u ) = p 4 L u ( R 2 − r 2 ) , where R is the radius of the vessel, r is the distance of the blood from the center of the vessel, L is the length of the blood vessel, p is the blood pressure, and v is the viscosity of the blood. Find V ( 1 , 100 , 0.0075 , 0.0025 , 0.05 )
Solution Summary: The author explains that the function for the speed of blood in a vessel is, V(L,p,R,r,v)=p4Lv
Poiseuille’s Law. The speed of blood in a vessel is given by
V
(
L
,
p
,
R
,
r
,
u
)
=
p
4
L
u
(
R
2
−
r
2
)
, where R is the radius of the vessel, r is the distance of the blood from the center of the vessel, L is the length of the blood vessel, p is the blood pressure, and v is the viscosity of the blood. Find
V
(
1
,
100
,
0.0075
,
0.0025
,
0.05
)
Single Variable Calculus: Early Transcendentals (2nd Edition) - Standalone book
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