...LAB #1 Laboratory Techniques and Measurements Ashley Izor CHML115 01-07-16 Data Table 1: Length measurements. Data Table 1: Length measurements. | Object | Length (cm) | Length (mm) | Length (m) | CD or DVD | 19cm±1cm | 190mm±1mm | 0.19m | Key | 5.2cm±0.1cm | 52mm±0.1mm | 0.052m | Spoon | 18.9cm±0.1cm | 189mm±0.1mm | 0.189m | Fork | 21cm±1cm | 210mm±1mm | 0.21m | Data Table 2: Temperature measurements. | Water | Temperature (°C) | Temperature (°F) | Temperature (K) | Hot from tap | 48°C±1°C | 118.4°F±1°F | 321.15K | Boiling | 99°C±1°C | 210.2°F±1°F | 372.15K | Boiling for 5 minutes | 104°C±1°C | 219.2°F±1°F | 377.15K | Cold from tap | 20°C±1°C | 68°F±1°F | 293.15K | Ice water – 1 minute | 5°C±1°C | 41°F±1°F | 278.15K | Ice water – 5 minutes | 1°C±1°C | 33.8°F±1°F | 274.15K | Data Table 3: Mass measurements. | Object | Estimated Mass (g) | Actual Mass (g) | Actual Mass (kg) | Pen or pencil | 5g | 5g | 0.005kg | 3 Pennies | 2.5g | 7.5g | 0.0075kg | 1 Quarter | 2.5g | 5.7g | 0.0057kg | 2 Quarters, 3 Dimes | 17.5g | 18.1g | 0.0181kg | 4 Dimes, 5 Pennies | 16g | 21.6g | 0.0216kg | 3 Quarters, 1 Dime, 5 Pennies | 27.5g ...
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...For Exercises 1- 10 , match the activity with the phase of the object-oriented methodology. A. Brainstorming B. Filtering C. Scenarios D. Responsibility algorithms |1. |Reviewing a list of possible classes, looking for duplicates or missing classes. | | |B | |2. |Asking "what if" questions. | | |C | |3. |Assigning responsibilities to classes. | | |C | |4. |Generating first approximation to the list of classes in a problem. | | |A | |5. |Assigning collaborators to a responsibility. | | |C ...
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...building-block concepts of costing systems. 1. LO 4-1 overview: The building-block concepts of a costing system are cost object, direct costs of a cost object, indirect costs of a cost object, cost pool, and cost allocation base. Costing systems should report cost numbers that reflect the way chosen cost objects, such as products or services, use the resources of the organization. 2. Study pages 98-100. 3. LO 4-1 lecture slides. Note: Look for the image of your instructor within the slides. Clicking on his smiling face will start a short lecture. 4. Q1: Define cost pool, cost tracing, cost allocation, and cost allocation base. Cost pool––a grouping of individual indirect cost items. Cost tracing––the assigning of direct costs to the chosen cost object. Cost allocation––the assigning of indirect costs to the chosen cost object. Cost-allocation base––a factor that links in a systematic way an indirect cost or group of indirect costs to cost objects. 5. A ___ is a grouping of individual indirect cost items. a. cost allocation base b. cost assignment c. cost pool d. job-costing system The correct answer is "c," cost pool. | 6. Q5: Give examples of two cost objects in companies using job costing. Major cost objects that managers focus on in companies using job costing are a product such as a specialized machine, a service such as a repair...
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...challenges. Students must be provided with opportunities to access, understand, and evaluate current information and tools related to science and technology if they are to be ready to live in a 21st century global society. The study of science and technology includes both processes and bodies of knowledge. Scientific processes are the ways scientists investigate and communicate about the natural world. The scientific body of knowledge includes concepts, principles, facts, laws, and theories about the way the world around us works. Technology includes the technological design process and the body of knowledge related to the study of tools and the effect of technology on society. Science and technology merge in the pursuit of knowledge and solutions to problems that require the application of scientific understanding and product design. Solving technological problems demands scientific knowledge while modern technologies make it possible to discover new scientific knowledge. In a world shaped by science and technology, it is important for students to learn how science and technology connect with the demands of society and the knowledge of all content areas. It is equally important that students are provided with learning experiences that integrate tools, knowledge, and processes of science and technology. The Science and Technology Standards outline the essential understandings of these disciplines. Standard A describes four themes that serve as a broad scaffold for understanding...
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...Chapter 15: Refraction and Lenses Refraction of Light If water waves in a ripple tank travel from water with a depth of 1 cm into a shallow area with a depth of .3 cm, the water will slow down. In a ripple tank the depth can be changed by placing a sheet of plexiglass or glass in the water. In the picture to the right the area to the left is deeper water and the the the right is shollow. The picture shows that when the water travels into a shallow area and slows down, the wavelength will shorten. We learned in the last chapter that when waves travel into a new medium the frequency remains the same so if the wavespeed decreases, the wavelength must decrease. If the wavefronts cross a boundary at an angle and slow down we get a bending of the front. This bending of the path of the waves as they pass from one medium to another is called refraction. It occurs because the leading edge of the front slows down while the front in the faster medium keeps its original speed. If the path of the wave front changes, the path of a ray will also change. Here bending occurs when the ray crossing the boundary is not perpendicular to the boundary. Physicists have invented a concept called the index of refraction (symbol is n) to indicate how much the speed is changed when working with light waves. The equation is: The index of refraction is a ratio, so it has no units. Some times the term index of refraction is called optical density. A material with a higher...
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...Pay $0.10 per text Plan B: Pay a fixed monthly fee of $15 for up to 500 texts per month and $0.08 for each text over the 500. Plan C: Pay a fixed monthly fee of $25 for up to 1,000 texts per month and $0.05 for each text over the 1,000. Requirements a. Draw a graph of the total monthly cost of the three plans for different levels of texting. b. Which plan should you choose if you expect to make: i. 240 texts per month? Plan B ii. 780 texts per month? Plan C iii. 1,250 texts per month? Plan C 2. In 3 – 4 sentences, define the following terms and give two examples of each: c. Direct Materials Cost - According to our text book, direct materials cost is “Acquisition costs of all materials that eventually become part of the cost object (work in process and then finished goods), and that can be traced to the cost object in an economically feasible way.” Examples of this are the stuffing and cloth used to make pillows, as well as the acquisition costs of these items such as shipping charges and sales tax. (Cost Accounting, 14/e for DeVry University, 14th Edition. Pearson Learning Solutions p. 848). d. Direct Manufacturing-labor Costs – According to our text book, direct manufacturing-labor costs “Include the compensation of all manufacturing labor that can be traced to the cost object (work in process and then finished goods) in an economically feasible way.” Examples of this are wages and benefits paid to machine...
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...Learning C# 3.0 Other resources from O’Reilly Related titles oreilly.com C# 3.0 Cookbook™ C# 3.0 Design Patterns C# 3.0 in a Nutshell Programming ASP.NET 3.5 Programming C# 3.0 Programming .NET 3.5 Programming WCF Services Programming WPF oreilly.com is more than a complete catalog of O’Reilly books. You’ll also find links to news, events, articles, weblogs, sample chapters, and code examples. oreillynet.com is the essential portal for developers interested in open and emerging technologies, including new platforms, programming languages, and operating systems. Conferences O’Reilly brings diverse innovators together to nurture the ideas that spark revolutionary industries. We specialize in documenting the latest tools and systems, translating the innovator’s knowledge into useful skills for those in the trenches. Visit conferences.oreilly.com for our upcoming events. Safari Bookshelf (safari.oreilly.com) is the premier online reference library for programmers and IT professionals. Conduct searches across more than 1,000 books. Subscribers can zero in on answers to time-critical questions in a matter of seconds. Read the books on your Bookshelf from cover to cover or simply flip to the page you need. Try it today for free. Learning C# 3.0 Jesse Liberty and Brian MacDonald Beijing • Cambridge • Farnham • Köln • Sebastopol • Taipei • Tokyo Learning C# 3.0 by Jesse Liberty and Brian MacDonald Copyright © 2009 Jesse Liberty and...
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...Chapter 10: Multidimensional Scaling Multidimensional scaling (MDS) is a series of techniques that helps the analyst to identify key dimensions underlying respondents’ evaluations of objects. It is often used in Marketing to identify key dimensions underlying customer evaluations of products, services or companies. Once the data is in hand, multidimensional scaling can help determine: • what dimensions respondents use when evaluating objects • how many dimensions they may use in a particular situation • the relative importance of each dimension, and • how the objects are related perceptually The purpose of MDS is to transform consumer judgments of similarity or preference (eg. preference for stores or brands) into distances represented in multidimensional space. The resulting perceptual maps show the relative positioning of all objects. Multidimensional scaling is based on the comparison of objects. Any object (product, service, image, etc.) can be thought of as having both perceived and objective dimensions. For example, a firm may see their new model of lawnmower as having two color options (red versus green) and a 24-inch blade. These are the objective dimensions. Customers may or may not see these attributes. Customers may also perceive the lawnmower as expensive-looking or fragile, and these are the perceived dimensions. • The dimensions perceived by customers may not coincide with (or even include) the objective dimensions assumed by the researcher...
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...1012298204@qq.com | | | Solution 2 Solution of problem 1.6.4 : It suffices to show that the subspace spanned by is the same as the subspace spanned by, for .We will prove this by induction. Clearly, when k = 1 the statement is true. Assume it is true for k-1 < n-1, i.e. Where denotes the subspace spanned by the vectors. Assume. Since and minimize f over the manifold, from our assumption we have that . The fact that yields . (1) If, then from formulation (1) and the inductive hypothesis it follows that (2) We know that is orthogonal to . Therefore formulation (2) is possible only if which contradicts our assumption. Hence.If , then formulation (1) and our inductive hypothesis again imply formulation (2) which is not possible. So the vectorsare linearly independent. Combined with formulation (1) and linear independence of the vectors we can get that . Solution of problem 2.1.12 : (a) Assume that z is a fixed vector in. Then the problem is equal to find a vector of the simplex X, which is at a minimum distance from z; that is Minimize f(x) = ||z-x||2 Subject to x ∈X, that is subject to = r Suppose, H = In = and A = , we can write the problem as Minimize f(x) = Subject to Ax = r We can easily get that , where, so . (b) The original problem equals to minimize . Subject to x = r Let H =, , A = . Then we will obtain that , Solution of problem 3.1.9: ...
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...same type of functions * Steps: i) Substitute and to obtain the integral ii) Evaluate by integrating with respect to iii) Example Replace by in the resulting expression * Integration By Parts * For product with the different types of functions * Where are both functions of Example NOTE: 1. The choice must be such that the u part becomes a constant after successive differentiation 2. The dv part can be integrated from standard integrals 3. Normally, we give priority to the following functions as u part by following LIATE order: | Functions | Example | a) | Logarithmic function | | b) | Inverse trigonometric functions | | c) | Algebraic functions | | d) | Trigonometric functions | | e) | Exponential functions | | 6.3 INTEGRATION OF TRIGONOMETRIC EXPRESSIONS...
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...INTEGERS Definition Integers are defined as: all negative natural numbers , zero , and positive natural numbers . Note that integers do not include decimals or fractions - just whole numbers. Even and Odd Numbers An even number is an integer that is "evenly divisible" by 2, i.e., divisible by 2 without a remainder. An even number is an integer of the form , where is an integer. An odd number is an integer that is not evenly divisible by 2. An odd number is an integer of the form , where is an integer. Zero is an even number. Addition / Subtraction: even +/- even = even; even +/- odd = odd; odd +/- odd = even. Multiplication: even * even = even; even * odd = even; odd * odd = odd. Division of two integers can result into an even/odd integer or a fraction. IRRATIONAL NUMBERS Fractions (also known as rational numbers) can be written as terminating (ending) or repeating decimals (such as 0.5, 0.76, or 0.333333....). On the other hand, all those numbers that can be written as non-terminating, non-repeating decimals are non-rational, so they are called the "irrationals". Examples would be ("the square root of two") or the number pi (~3.14159..., from geometry). The rationals and the irrationals are two totally separate number types: there is no overlap. Putting these two major classifications, the rationals and the irrationals, together in one set gives you the "real" numbers. POSITIVE AND NEGATIVE NUMBERS A positive number is...
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...Introduction to Objects “We cut nature up, organize it into concepts, and ascribe significances as we do, largely because we are parties to an agreement that holds throughout our speech community and is codified in the patterns of our language … we cannot talk at all except by subscribing to the organization and classification of data which the agreement decrees.” Benjamin Lee Whorf (1897-1941) The genesis of the computer revolution was in a machine. The genesis of our programming languages thus tends to look like that machine. But computers are not so much machines as they are mind amplification tools (“bicycles for the mind,” as Steve Jobs is fond of saying) and a different kind of expressive medium. As a result, the tools are beginning to look less like machines and more like parts of our minds, and also like other forms of expression such as writing, painting, sculpture, animation, and filmmaking. Object-oriented programming (OOP) is part of this movement toward using the computer as an expressive medium. This chapter will introduce you to the basic concepts of OOP, including an overview of development methods. This chapter, and this book, assumes that you have some programming experience, although not necessarily in C. If you think you need more preparation in programming before tackling this book, you should work through the Thinking in C multimedia seminar, downloadable from www.MindView.net. This chapter is background and supplementary material. Many people...
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...CHAPTER 3: GOVERNMENTAL OPERATING STATEMENT ACCOUNTS; BUDGETARY ACCOUNTING OUTLINE |Number |Topic |Type/Task |Status | | | | |(re: 15/e) | |Questions: | | | | |3-1 |Distinguishing characteristics of fund-based and government-wide |Identify and describe |New | | |financial statements | | | |3-2 |Distinguishing direct and indirect expenses |Define and describe |New | |3-3 |Statement of activities format |Describe |3-2 revised | |3-4 |Program and general revenue |Distinguish |Same | |3-5 |Extraordinary compared with special items |Define and compare |3-5 expanded | |3-6 ...
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...print("current time is afternoon") }else{ if(hour17 & hour<=20){ print("current time is evening") } } } Question 4 Solve quadratic equations ax2 + bx + c = 0 given coefficients a, b, and c (there is no solution when b2 - 4ac < 0) A=readline("enter the value of A") B=readline("enter the value of B") C=readline("enter the value of C") a=as.numeric(A) b=as.numeric(B) c=as.numeric(C) determinant=b^2-4*a*c if(a==0){ print("the given equation is not quadratic") }else{ if(determinant<0){ print("no solution for the given quadratic equation") }else{ solution1=(-1*b+sqrt(determinant)/(2*a)) solution2=(-1*b-sqrt(determinant)/(2*a)) paste("the solution of given quadratic equations are",solution1,solution2) } } Question 8 If a data frame contains many columns of quantitative data, generate a list such that item looks like x-y: covariance = 23.45 and correlation = 0.89 (Hint: when use cov() or cor() fucntions, an optional character string giving a method for computing covariances in the presence of missing values. This must be (an abbreviation of) one of the strings "everything", "all.obs", "complete.obs", "na.or.complete", or "pairwise.complete.obs".) a=df$x b=df$y l=length(a) X=c(rep(0,l)) Y=c(rep(0,l)) for(i in 1:l){ X[i]=a[i] Y[i]=b[i] corx=cor(X, Y, use="all.obs") covx=cov(X, Y, use="all.obs") if(corx==23.45 &...
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...Programming Exercises For Chapter 2 -------------------------------------------------------------------------------- THIS PAGE CONTAINS programming exercises based on material from Chapter 2 of this on-line Java textbook. Each exercise has a link to a discussion of one possible solution of that exercise. http://www.java2s.clanteam.com -------------------------------------------------------------------------------- Exercise 2.1: Write a program that will print your initials to standard output in letters that are nine lines tall. Each big letter should be made up of a bunch of *'s. For example, if your initials were "DJE", then the output would look something like: ****** ************* ********** ** ** ** ** ** ** ** ** ** ** ** ** ** ** ** ******** ** ** ** ** ** ** ** ** ** ** ** ** ** ** ** ***** **** ********** See the solution! : visit this website http://java2s.clanteam.com/ -------------------------------------------------------------------------------- Exercise 2.2: Write a program that simulates rolling a pair of dice. You can simulate rolling one die by choosing one of the integers 1, 2, 3,...
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