BBUnderStat12 3.2.005. MI. Mes notes Demandez à votre professeur Considérez l'ensemble de données. 2, 3, 7, 8, 9 (a) Trouvez la plage. (b) Utilisez la formule de définition pour calculer les écarts types de l'é FY05 chantillon. (Arrondissezvotre réponse à deux décimales.) 9.7 (c) Utilisez la formule de définition pour calculer l'écart type de la population o. (Arrondissez votre réponse à deux décimales.) 7,76

(a) Find the RangeThe range is the difference between the maximum and minimum values in the data…

Answered: BBUnderStat12 3.2.005. MI. Mes notes…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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A ca-production-gradescope-uploads.s3-ca-central-1.amazonaws.com m homework-help O Homepage - MA-103-A- li 801.202109 Dashboard L. * CP104: Assignment 5 - F. A https://ca-production-gr. Sy Symbolab Math Solver A fuel truck, has a cylindrical tank of radius R = 2 m and length L = 10 m lying horizontally. The volume of gasoline in the tank is given by R-h\I V = L R cos (R – h)/2Rh –- h² R where h is the vertical height of the gasoline in the tank. If gasoline is being pumped into the tank at a rate of 2 m3/min, how fast is the gasoline level rising when the height h of the gasoline is 1 m? Consider the function f (x) = e²²/2 + x*/12 + x² /2 – 3x (a) Use the Intermediate Value Theorem to show that f has at least one critical point. (b) Use Rolle's Theorem to show that this is the only critical point. (c) Use The Extreme Value Theorem to show that the critical point is an (absolute) min- imum of f o some bounded interval [a, b]. (No marks will be assigned for using other methods). . An…
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since your only allowed to answer in 3 sub parts please answers questions 2 at a time in each subpart please !!! 4.The average distance from Earth to everyone's favorite dwarf planet, Pluto, is 3.27 billion miles. At the speed of 25,054 miles per hour, how long would it take to reach Pluto? Give your answer in years. 5.Space travel is expensive! For their trip to the Moon, the Apollo astronauts' living quarters were only 213 cubic feet (that's smaller than a typical small bathroom in a house). How many dollar bills could fit in there? A dollar bill's dimensions are: length: 6.14 inches, width: 2.61 inches, thickness: 0.0043 inches 6.The current US debt as of 8/23/21 was about $28.7 trillion. Calculate how far a stack of dollar bills in this amount would reach in miles. Assume the dollar bills are being stacked laying flat. show your work. Make sure to include units in your work 7.The current US debt as of 8/31/20 was about $26.7 trillion. Using the distance you found in…
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