Blood flowing through an artery flows faster in the center of the artery and more slowly near the sides (because of friction). The speed of the blood is V = c(R²-2) millimeters (mm) per second, where R is the radius of the artery, r is the distance of the blood from the center of the artery, and c is a constant. Artery Suppose that arteriosclerosis is narrowing the artery at the rate of dR/dt = -0.02 mm per year. Find the rate at which blood flow is being reduced in an artery whose radius is R -0.02 with c500. [Hint: Find dv/dt, considering to be a constant. The units of dv/dt will be mm per second per year] X mm per sec per yr Need Help? Talk to a Tutor

Blood flowing through an artery flows faster in the center of the artery and more slowly near the sides (because of friction). The speed of the blood is V = c(R²-2) millimeters (mm) per second, where R is the radius of the artery, r is the distance of the blood from the center of the artery, and c is a constant. Artery Suppose that arteriosclerosis is narrowing the artery at the rate of dR/dt = -0.02 mm per year. Find the rate at which blood flow is being reduced in an artery whose radius is R -0.02 with c500. [Hint: Find dv/dt, considering to be a constant. The units of dv/dt will be mm per second per year] X mm per sec per yr Need Help? Talk to a Tutor

College Algebra

10th Edition

ISBN:9781337282291

Author:Ron Larson

Publisher:Ron Larson

Chapter3: Polynomial Functions

Section3.5: Mathematical Modeling And Variation

Problem 7ECP: The kinetic energy E of an object varies jointly with the object’s mass m and the square of the...

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