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The circulation time, 7, of a mammal is the average time it takes for all the blood in the body to circulate once and return to the heart. If the circulation time is proportional to the fourth root of the body mass, m, of the mammal, express T as a function of m. Om(T) = k(T¹) O T(m)-k(m²) O T(m)=k(√√/m) Of(m)-k(VT) O None of these.

The circulation time, 7, of a mammal is the average time it takes for all the blood in the body to circulate once and return to the heart. If the circulation time is proportional to the fourth root of the body mass, m, of the mammal, express T as a function of m. Om(T) = k(T¹) O T(m)-k(m²) O T(m)=k(√√/m) Of(m)-k(VT) O None of these.

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 18T
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8. DETAILS The circulation time, T, of a mammal is the average time it takes for all the blood in the body to circulate once and return to the heart. If the circulation time is proportional to the fourth root of the body mass, m, of the mammal, express T as a function of m. m(T) = k (T4) T(m) = k (m²) O T(m) = k(m) O f(m) = k(VT) O None of these.
Transcribed Image Text:8. DETAILS The circulation time, T, of a mammal is the average time it takes for all the blood in the body to circulate once and return to the heart. If the circulation time is proportional to the fourth root of the body mass, m, of the mammal, express T as a function of m. m(T) = k (T4) T(m) = k (m²) O T(m) = k(m) O f(m) = k(VT) O None of these.
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