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The trachea contracts during a cough to increase the velocity of air. The velocity can be modeled by v = c(r - r0)r^2, where r0 is the normal radius of the trachea, r is the radius during a cough and c is a negative constant. If r0 = 145, find the value of r that maximizes v. r =

Name: The trachea contracts during a cough to increase the velocity of air. The velocity can be modeled by v = c(r - r0)r^2, where r0 is the normal radius of the trachea, r is the radius during a cough and c is a negative constant. If r0 = 145, find the value of r that maximizes v. r =
Uploaded: 2022-05-31T14:37:33-08:00
Duration: 2 min 36 s
Channel: Madhur L
Description: The trachea contracts during a cough to increase the velocity of air. The velocity can be modeled by v = c(r - r0)r^2, where r0 is the normal radius of the trachea, r is the radius during a cough and c is a negative constant. If r0 = 145, find the value of r that maximizes v. r =

          The trachea contracts during a cough to increase the velocity of air. The velocity can be modeled by v = c(r - r0)r^2, where r0 is the normal radius of the trachea, r is the radius during a cough and c is a negative constant. If r0 = 145, find the value of r that maximizes v. r =

The trachea contracts during a cough to increase the velocity of air. The velocity can be modeled by v = c(r - r0)r^2, where r0 is the normal radius of the trachea, r is the radius during a cough and c is a negative constant. If r0 = 145, find the value of r that maximizes v. r =

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Calculus: Early Transcendentals

James Stewart 8th Edition

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05/31/2022

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The trachea contracts during a cough to increase the velocity of air. The velocity can be modeled by v = c(r - r0)r^2, where r0 is the normal radius of the trachea, r is the radius during a cough and c is a negative constant. If r0 = 145, find the value of r that maximizes v.