a Unit 2 Review Day 1| Schoology xS Warm Up 03/11 | Schoologypology.com/assignments/4766392141/mydocumentGoogle Slides: Free..t Google Sheets: Free.Join a Meeting -Zo.E Google Docs: Free..EditSubmit Assignmentit 2 Review D..O Present* Sharet Format Slide Arrange Tools Add-ons HeO- O S -田BackgroundLayout -ThemeTransition7No CalculatorWhich number has the least value?23B6.5%1000.004Click to add speaker notesSchoology © 2021Support | Schoology Blog | PRIVACY POLICY | Terms of Usehp2/9

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7 No Calculator Which number has the least value? 23 1000 6.5% 0.004 2/9 C0

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Veneer is the material of plywood that has higher resistance (psi) depending on wax coat (W1, W2, W3) and temperature (T1, T2, T3). In an experiment, a large thin wood panel sheet will be coated with a wax coat. This will then be divided into three portions where each will be subjected to a drying temperature. After processing, several sheets will then be pasted together, and the resistance will be measured. Two manufacturing companies will participate in the experiment with two runs for each company. How many sources of variation are there in the experiment?
The Deepwater Horizon oil spill in the Gulf of Mexico on April 20, 2010 was "an environmental disaster of unprecedented proportions" and was a "devastating blow to the resource-dependent economy of the region" [1]. According to the Washington Post, it is estimated that 9857 9857 cubic meters of oil per day spilled into the Gulf of Mexico on August 2, 2010 Assume that an average of 9857 m^3/day of oil spilled into the Gulf of Mexico everyday and that it formed a hemispherical dome of radius r on the ocean floor. D) find the rate of change of the radius with respect to time when the volume of the oil spill is 50,000m^3. E) Since only the oil that is in contact with seawater can mix with seawater, it is important to know how much of the surface area of the oil spill is in contact with seawater. Find the rate of change of the hemisphere's surface area with respect to time when the volume of the oil spill is 50,000 m3. Include units in your answer. You should assume that only the top…
The Deepwater Horizon oil spill in the Gulf of Mexico on April 20, 2010 was "an environmental disaster of unprecedented proportions" and was a "devastating blow to the resource-dependent economy of the region" [1]. According to the Washington Post, it is estimated that 9857 9857 cubic meters of oil per day spilled into the Gulf of Mexico on August 2, 2010 Assume that an average of 9857 m^3/day of oil spilled into the Gulf of Mexico everyday and that it formed a hemispherical dome of radius r on the ocean floor. A) find a formula for the volume of oil spilled in cubic meters, t days after the start of the oil spill. Include units in answer B) find the derivative of volume formula with respect to time. Include units in answer. C) when the volume of the oil spill is 50,000m^3, what is the radius of the hemisphere of oil? Include units in your answer. Give your answer accurate to 3 decimal places. D) find the rate of change of the radius with respect to time when the volume of…
A dart is thrown blindly at the target shown in the figure. The probability that the dart 1 2 3 4 lands in one of the four concentric regions is proportional to the area of the region. The radii of the circles in the figure are 1, 2, 3, and 4 units, respectively. Please note that region 2 consists of just the annular region from radius 1 to 2, and does not the include the enclosed circular region 1. Let (S, P) be a sample space modeling this situation. The set S consists of the four outcomes: hitting region 1, 2, 3, or 4. We can abbreviate that as S = {1, 2, 3, 4}. Please find P(1), P(2), P(3), and P(4).
Electrical discharge machining (WEDM) is a process used to manufacture conductive components from hard metals. It uses a continuously moving wire that serves as an electrode. The wire electrode coating allows the core of the wire electrode to cool and provides improved cutting performance. The article “High-Performance Wire Electrodes for Wire Electrical-Discharge Machining: A Review” (J. of Engr. Manuf., 2012: 1757-1773) mentions the following observations on the total thickness of the electrode coverage (in µm) of eight electrodes used for WEDM:(need the process can be by hand ,Excel or R.) 21 16 29 35 42 24 24 25 a. Calculate the 99% confidence interval for the mean of the electrode coverage thickness distribution. Assume Normality. b. If previous years the average thickness of the electrode cover was 24 µm. Can it be said, based on the evidence from the sample, that it has already changed significantly? Explain…
Giant Tarantulas. One of the larger species of tarantulas is the Grammostola mollicoma, whose common name is the Brazilian giant tawny red. A tarantula has two body parts. The anterior part of the body is covered above by a shell, or carapace. From a recent article by F. Costa and F. Perez–Miles titled “Reproductive Biology of Uruguayan Theraphosids” (The Journal of Arachnology, Vol. 30, No. 3, pp. 571–587), we find that the carapace length of the adult male G. mollicoma is normally distributed with mean 18.14 mm and standard deviation 1.76 mm a. Find the percentage of adult male G. mollicoma that have carapace length between 16 mm and 17 mm. b. Find the percentage of adult male G. mollicoma that have carapace length exceeding 19 mm. c. Determine and interpret the quartiles for carapace length of the adult male G. mollicoma. d. Obtain and interpret the 95th percentile for carapace length of the adult male G. mollicoma.
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The Cassini mission to Saturn is one of the most ambitious efforts in planetary space exploration ever mounted. It was a joint endeavor of NASA, the European Space Agency (ESA) and the Italian space agency, Agenzia Spaziale Italiana (ASI). Cassini is a sophisticated robotic spacecraft orbiting the ringed planet and studying the Saturnian system in detail. Cassini also carried a probe called Huygens. Huygens parachuted to the surface of Saturn's largest moon, Titan, in January 2005 and returned spectacular results. Cassini completed its initial four-year mission to explore the Saturn System in June 2008. Also, it completed its first extension, called the Cassini Equinox Mission, in September 2010. Then, the healthy spacecraft made exciting new discoveries in a second extension called the Cassini Solstice Mission. In late 2016, the Cassini spacecraft began a daring set of orbits called the Grand Finale. In some ways, it is a whole new mission. The spacecraft will repeatedly climb…
Two measurement methods are used to evaluate the surface smoothness of a paper product. Let X and Y denote the measurements of each of the two methods. 1. Suppose that the joint p.d.f of X and Y is modeled by fo (x, y) = c, 0 < x < 4, 0< y and x - 1 < y< x+1 Determine the value of c.. 2. Determine the marginal probability distribution of X. Find also the mean and variance of X. 3. Determine the conditional probability distribution of Y given X= 2. Find also the conditional mean and conditional variance of Y given X= 2. 4. Is the measurements of two methods, X and Y, independent?
Two measurements method are used to evaluate the surface smoothness of a paper product. Let X and Y denote the measurement of each of the two methods. a). Suppose that the joint p.d.f. of X and Y is modeled by fxy(x,y) =c, 0<x<4,0<y and x-1<y<x | 1. Determine the value of c. b). Determine the marginal probability distribution of X. Find also the mean and variance of X. c). Determine the conditional probability distribution of Y given X-2. Find also the conditional mean and conditional variance of Y given X=2. d.) Check if the measurements of the two methods X and Y are independent.
Exercise 4.3 Two measurement methods are used to evaluate the surface smoothness of a paper product. Let X and Y denote the measurements of each of the two methods. Suppose that the joint p.d.f of X and Y is modeled by fxy (x, y) = c, 0 <x <4, 0<y and x-1 < y <x+1 Determine the value of c. Determine the marginal probability distribution of X. Find also the mean and variance of X. Determine the conditional probability distribution of Y given X=2. Find also the conditional mean and conditional variance of Y given X=2 Check if the measurements of the two methods X and Y are independent. * SHOW COMPLETE SOLUTION WITH GIVEN, REQUIRED, AND SOLUTION. SHOW TABLE OF ILLUSTRATIONS IF NECESSARY.