Assign.#(4)... Estimates and Order-of- Magnitude Calculations a) Estimate the number of breaths taken during an average human lifetime Hint: Let we start by guessing that the typical human lifetime is about 70 years. Think about the average number of breaths that a person takes in 1 min. This number varies depending on whether the person is exercising, sleeping, angry, serene, and so forth. To the nearest order of magnitude, we shall choose 10 breaths per minute as our estimate. (This estimate is certainly closer to the true average value than an estimate of 1 breath per minute or 100 breaths per minute.) b) What if the average lifetime were estimated as 80 years instead of 70? ?Would that change our final estimate Assign.#(4).. Estimates and Order-of-Magnitude Calculationsa) Estimate the number of breathstaken during an average humanlifetimeHint: Let we start by guessing that thetypical human lifetime is about 70years. Think about the average numberof breaths that a person takes in 1 min.This number varies depending onwhether the person is exercising,sleeping, angry, serene, and so forth.To the nearest order of magnitude, weshall choose 10 breaths per minute asour estimate. (This estimate is certainlycloser to the true average value thanan estimate of 1 breath per minute or100 breaths per minute.)b) What if the average lifetime wereestimated as 80 years instead of 70??Would that change our final estimate

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Answered: an average human lifetime Hint: Let we…

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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Assign.#(4)... Estimates and Order-of- Magnitude Calculations a) Estimate the number of breaths taken during an average human lifetime Hint: Let we start by guessing that the typical human lifetime is about 70 years. Think about the average number of breaths that a person takes in 1 min. This number varies depending on whether the person is exercising, sleeping, angry, serene, and so forth. To the nearest order of magnitude, we shall choose 10 breaths per minute as our estimate. (This estimate is certainly closer to the true average value than an estimate of 1 breath per minute or 100 breaths per minute.) b) What if the average lifetime were estimated as 80 years instead of 70? ?Would that change our final estimate

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