Venn Diagram Tracy Powell MATH 56 1/25/2015 Lok Man Yang Venn Diagram A Venn diagram is a visual tool to help students organize complex information in a visual way. The Venn diagram comes from a branch of mathematics called a set theory. John Venn developed them in 1891 to show the relationship between sets. The information is normally presented in linear text and students make the diagram to organize the information. It makes it easier when there is a lot of information‚ because with linear text
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Activity Diagram Administrator Inventory System Use Case Descriptions Inventory Use case: Search Item Actor: Sales Clerk Description: The system will search the item. Use case: Look Up remaining stocks. Actor: Sales Clerk Description: The will Look Up if they are enough stocks for the item. Use case: Look Up Item Price Actor: Sales Clerk Description: The system will look up the item price. Use case: Produce item details Actor: Sales
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produce $10‚000 of net income in addition to the savings on the rental of storage space. What decision should now be made? (5 marks) (c) What nonfinancial factors should be considered in the decision? (7 marks) Question 3 (8 marks) (26-5B) Betty Dillman is an accounting major at a Midwestern state university located approximately 60 miles from a major city. Many of the students attending the university are from the metropolitan area and visit their homes regularly
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Compiled nd rearrnged by Sjit Chandra Shakya 3 weight < drag 2 4 A ball falls from rest through air and eventually reaches a constant velocity. For this fall‚ forces X and Y vary with time as shown. force Y force X 0 0 0 time 0 time What are forces X and Y ? force X A air resistance resultant force B air resistance weight C upthrust resultant force D upthrust weight The diagram shows four forces applied to a circular object
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FISHBONE DIAGRAM The cause-and-effect diagram was initially developed by Japanese quality expert Professor Kaoru Ishikawa. In fact‚ these diagrams are often called Ishikawa diagrams; they are also called fishbone charts for reasons that will become obvious when we look at an example. Cause-and-effect diagrams are usually constructed by a quality team. For example‚ the team might consist of service designers‚ production workers‚ inspectors‚ supervisors‚ quality engineers‚ managers‚ sales representatives
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Brittany Asay MGMT 650 Chapters 3 & 4 Homework Problems May 14‚ 2013 Chapter 3: 13. Refer to the computer solution of Problem 12 in Figure 3.17. a. Identify the range of optimality for each objective function coefficient. E: 47.5-75 S: 87-126 D: there is no lower limit until 159 b. Suppose the profit for the economy model is increased by $6 per unit‚ the profit for the standard model is decreased by $2 per unit‚ and the profit for the deluxe model is increased by $4 per unit. What will
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budget rate‚ calculate monthly budget‚ generate reports after manually filing data into excel sheets after collecting paper copies from various departments. This process being manual can induce human errors and can be time consuming. In the swim lane diagram below‚ we can see the flow of the
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have one major department in which they are working on their degree. * Each graduate student has another‚ more senior graduate student (known as a student advisor) who advises him or her on what courses to take. * Design and draw an ER diagram that captures the information about the university. Use only the basic ER model here; that is‚ entities‚ relationships‚ and attributes. Be sure to indicate any key and participation constraints. Exercise 2. Notown Records has decided to store
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b Here m = -3 The negative reciprocal right now is equal to 0. m = 1/3 Find the equation of the line by using the point – slope formula Use the ordered pair (-1‚ 5) m = 1/3 Use equation of a line formula: y = mx + b Put the value of m into the equation: y = 1/3x + b Put the value of x into the equation: y = 1/3 * -1 + b Put the value of y into the equation: 5 = 1/3* -1 + b Place b on the left-side of the equation: 1/3 * -1 + b = 5 Multiply 1/3 by -1 to get -1/3 -1/3 + b = 5 Reorder
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BAR DIAGRAMS Bar diagrams are one of easiest and the most commonly used devices of presenting most of the business and economic data. These are satisfactory for categorical data or series. They consist a group of equidistant rectangles‚ one of each group or category of the data in which the values or the magnitudes are represented by the length or height of the rectangles‚ the width of the rectangles being arbitrary and immaterial. These diagrams are called one-dimensional because in such diagrams
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