Chapter 8 Supplemental Homework/Practice Problems Solutions may be found on the FIN 380 site of i-Tunes U near the bottom of the file list under "Supplemental Homework - Chapter 8" 8-1. AEH‚ Inc. just paid a $1.00 dividend and is expected to pay a $1.06 dividend next year. What is AEH’s capital gains yield (growth rate‚ “g”)? 8-2. XYZ‚ Inc. stock sells for $50.00 and is expected to sell for $54.50 next year. What is XYZ’s capital gains yield (Hint: the percentage change in stock price is
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Version 1 FINANCE 261 FINANCE 261 Test Answer Sheet Name: __________________________________________ Student ID Number:_______________________________ Please use CAPITAL LETTERS when writing your answers. Question Answer Question Answer Question Answer 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 Question Answer 16 17 18 19 20 1 Version 1 FINANCE 261 THE UNIVERSITY OF AUCKLAND Department of Accounting and Finance FINANCE
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NORTHCENTRAL UNIVERSITY ASSIGNMENT COVER SHEET Student: ODEDOYIN ABEL THIS FORM MUST BE COMPLETELY FILLED IN Follow these procedures: If requested by your instructor‚ please include an assignment cover sheet. This will become the first page of your assignment. In addition‚ your assignment header should include your last name‚ first initial‚ course code‚ dash‚ and assignment number. This should be left justified‚ with the page number right justified. For example: Student: ODEDOYIN A MGT
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MGF402 Homework 3 Due date: Thursday October 31st 1. Calculate EAR and APR for the following questions. a. You have an APR of 7.5% with continuous compounding. What is the EAR? b. You have an EAR of 9%. What is the equivalent APR with continuous compounding? c. The buyer of a new home is quoted a mortgage rate of 0.5% per month. What is the APR on the loan? d. A loan for a new car costs the borrower 0.8% per month. What is the EAR? Answer: a. 1 + EAR = eAPR => EAR = eAPR - 1 =
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Cpk • Cp - see Natural Tolerance decreases with spec width - see Natural Tolerance • • decreases with spec width Cp = 1 for centered process - natural tolerance =spec width Cause and Effect Diagram - Fishbone Diagrams - Ishikawa Diagrams • • • • • • • • used to identify and organize potential root causes problem solving analysis done by brainstorming common categories - Measurement‚ Materials‚ People‚ Process‚ Equipment‚ Environment ask “Why?” 3 times to get to root
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Faculty of Business and Information Technology Programme: BABS / GDABS Lecturer Name: Ann Cameron Paper Number and Name: BUS7371 Assignment Title: Customer Feedback Assignment Official Due date: 30th April 2013 Student(s) to complete: Assignment Plagiarism Declaration I/ we certify that this is my/ our own work and I/we have read and understood the Misconduct or Breach of Assessment Rules (Policy P7/10/8) that is found in the BABS/ GDABS Programme
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MASTER MINDS No.1 for CA/CWA & MEC/CEC Disclaimer: Questions asked in the examination may have wrong/inadequate information and/or ambiguous language. In that case the answers provided by the institute may differ from these ideal answers. Every effort has been made taken to give best answers. Still if you find some errors please bring them to our notice through e-mail. Mail id: gunturmasterminds@yahoo.com 1 __ ____ ____ ______ ___ ____ ____ ______ ___ ____ ____ _2 n ois s eS_1 102_
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Hardness Tests and Charpy Impact Test Objectives: 1) To compare the hardness between mild steel‚ carbon steel through Vickers Hardness Test. 2) To compare the hardness between High Quality Carbon Steel and ASSAB steel through Rockwell Hardness Test. 3) To compare the hardness between carbon steel and mild steel through Brinell Hardness Test. 4) To study the differences between mild steel and carbon steel upon Charpy Impact Test. Introduction: Hardness is a measure of the resistance
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situation where you may draw two very different conclusions from the same set of data. 2. Quantitative & Categorical Data – Two different types of data. 3. Categorical Graphs – Bar graphs & pie charts. 4. “Center” & “Spread” for Quantitative Data – Mean‚ median‚ standard deviation‚ etc. 5. Quantitative Graphs – DotPlots‚ StemPlots‚ Histograms‚ BoxPlots‚ Ogives. 6. Describing Quantitative Graphs – Shape‚ center‚ spread‚ symmetric vs. skewed‚ etc. 7. Comparative Plots – Graphs comparing two sets
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Time | Contributor | Contribution | Ancient Greece | Philosophers | Ideas - no quantitative analyses | 17th Century | Graunt‚Petty Pascal‚ Bernoulli | studied affairs of state‚ vital statistics of populations studied probability through games of chance‚ gambling | 18th Century | Laplace‚ Gauss | normal curve‚ regression through study of astronomy | 19th Century | Quetelet Galton | astronomer who first applied statistical analyses to human biologystudied genetic variation in humans(used
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