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CalculusQ&A LibraryAccording to Kleiber’s Law, the metabolic rate P (in kilocalories per day) and body mass mm (in kilograms) of an animal are related by the three‑quarter‑power law P=73.3m^3/4. Use the derivative, P′(m), to estimate the increase in metabolic rate when the body mass increases from 103 to 104 kg.(Use decimal notation. Give your answer to three decimal places.)Metabolic rate increases by approximately kcal/day?Question

Asked Feb 20, 2020

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According to Kleiber’s Law, the metabolic rate P (in kilocalories per day) and body mass mm (in kilograms) of an animal are related by the *three‑quarter‑power law* P=73.3m^3/4. Use the derivative, P′(m), to estimate the increase in metabolic rate when the body mass increases from 103 to 104 kg.

(Use decimal notation. Give your answer to three decimal places.)

Metabolic rate increases by approximately kcal/day?

Given Kleiber’s Law as below:

We find P′(m)

We find the percentage change as follows:

...

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