Dq 2 week 1 I would explain that when multiplying polynomial is when all the variables have integer exponents that are positive. This works with addition‚ subtraction and multiplication. It has to be possible to write the equation without division for it to be a polynomial. This is an example of what a polynomial looks like: 4xy2+3X-5. To multiply two polynomials‚ you must multiply each term in one polynomial by each term in the other polynomial‚ and then add the two answers together. After
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This document PHL 458 Week 4 Discussion Questions 1 Creative Minds and Critical Thinking has solutions of the following question: "Consider the following famous thinkers: Bill Gates‚ James Cone‚ Daniel C. Dennett‚ Peter Singer‚ Jean-Paul Sartre‚ and Nelson Mandela. What components of their creativity and critical thinking played a prominent role in their contributions to society or their scientific breakthroughs?" Business - General Business Learning Team Persuasive Communication Presentation
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MGMT 520 week 5 DQ #1 Mapp v. Gimbels (graded) Please read problem 3 at the end of Chapter 17 regarding the lawsuit by alleged thief Mr. Mapp against Gimbels Department Store. Under what theory might Mr. Mapp argue that Gimbels is liable for the assault committed against Mapp by Mr. DiDomenico‚ an employee of J.C. Penney’s? Would Mr. Mapp be successful under the theory you chose? Why or why not? It might be argued that there was no agreement between Gimbels and DiDomenico. It also might
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method because the older milk will be sold first. International Accounting Standards No. 2 (IASCF) does not permit the use of LIFO for foreign affairs. Therefore‚ companies must use FIFO to report any inventory outside of the US effective as of January 1‚ 2009. On the hand‚ we have LIFO which is last in‚ first out. There has been a gradual increase of LIFO method by companies from 1973-2008. This method assumes that shirts bought in May 2012 will be sold before the shirts made in January 2012. Generally
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Week 4 Knowledge Check Study Guide Concepts Mastery SOLVING PROBLEMS IN CRITICAL THINKING ALTERNATIVES 1 2 100% 4 5 100% 6 7 100% 10 CRITICAL THINKING SOLUTIONS EVALUATING CRITICAL THINKING SOLUTIONS Questions 100% CRITICAL THINKING Score: 10 / 10 3 8 9 Concept: SOLVING PROBLEMS IN CRITICAL THINKING Mastery 1. 100% Questions 1 2 3 A common pattern of irrational decision-making is: A. Deciding not to behave in ways that undermine our welfare. B. Deciding not to engage
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In this document of BUS 681 Week 4 Discussion Question 2 Employer-sponsored Retirement Plans you will find the next information: Discuss the origins of employer-sponsored retirement plans. Then‚ discuss the 2-3 most prominent trends in retirement plans including its impact for both the employee and the organization. Respond to at least two of your fellow students Business - General Business Employer-sponsored Retirement Plans. Discuss the origins of employer-sponsored retirement
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the values and mission statement help to shape planning. Also give some internal and external factors that may influence the business in the future and explain how they will influence the business. Respond substantively to two other learners. 1. Dunkin’ Donuts Dunkin Donuts core and distinctive competence is the ability to market and sell baked goods and coffee. The Dunkin Donuts mission statement is“Dunkin’ Donuts will strive to be the dominant retailer of high quality donuts‚ bakery
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Problem 1 p=200 r=10 n=1 p(1+r)1 Reorder the polynomial 1+r alphabetically from left to right‚ starting with the highest order term. p(r+1) Multiply p by each term inside the parentheses. pr+p Replace the variable r with 10 in the expression. p(10)+p Replace the variable p with 200 in the expression. (200)(10)+(200) Divide 200 by 10 to get 20. This will be the Dividend for the year. (20)+200 Add 200 to 20 to get 220. 220.00 Problem 2 p=5670 r=3.5 n=1 p(1+r)1
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ECO550 Week 4 Discussion 1 and 2 Name Course University 5/3/2014 Question 1 "Production Economics" Please respond to the following: From the scenario for Katrina’s Candies‚ determine the relevant costs for the expansion decision‚ and distinguish between the short run and the long run costs. Recommend the key decision-making criteria that Katrina’s Candies should use for expansion decisions in the short run and in the long run. Provide rationale for your response. Given that Katrina’s candies
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where a variable depends on two or more other variables and varies directly with some and varies inversely with others. If y varies directly as x and inversely as z‚ and y = 24 when x = 48 and z = 4‚ find x when y = 44 and z = 6. Step One: y = kx z Step Two: 24= k(48) 4 24= 12k 2=k Step Three: y= 2x z Step Four: 44= 2x z 44= x 3 132= x 44. Explain what is meant by joint variation. Give an example with your explanation
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