8.DETAILSThe 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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Answered: The circulation time, 7, of a mammal is…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Following surgery, a patient has been receiving a pain relief medication intravenously. The concentration C (in milligrams per liter) of the medication in the patient's bloodstream t hours after this process started is given by C(t) a) The patient will not receive pain relief unless the concentration of the medication is 20 or more milligrams per liter. Use this function to determine the time interval for which the concentration of the medication, C, will be greater than or equal to 20 milligrams per liter. 60t + 12 t + 6 ,t≥ 0 The time interval for which the patient will receive pain relief is hours. (Express your answer in interval notation and round any decimals to the nearest tenth of an hour). b) If the intravenous medication continues to be given to the patient (that is, as time goes on and t approaches ∞), the concentration will approach milligrams per liter.
Suppose that the value V of the inventory at Fido's Pet Supply, in thousands of dollars, decreases (depreciates) after t months, where 151² (t + 2)² V(t) = 50-
When an oven is turned off its interior temperature is given by T=70+330(0.8)7, where T is the temperature in (F) in the oven and t is the time in minutes after the oven is turned off. For each of the following, assume room temperature remains constant. What is the oven temperature (in F) after ten minutes?
NASA launches a rocket at t = O seconds. Its height, in meters above sea-level, as a function of time is given by h(t) = – 4.9t2 + 205t + 101. Assuming that the rocket will splash down into the ocean, at what time does splashdown occur? The rocket splashes down after seconds. How high above sea-level does the rocket get at its peak? The rocket peaks at meters above sea-level.

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