1. (Monthly compounding) If you bought a $1‚000 face value CD that matured in nine months‚ and which was advertised as paying 9% annual interest‚ compounded monthly‚ how much would you receive when you cashed in your CD at maturity? PV 1000 Annual interest Rate 0.09 r 0.0075 n 9 1069.560839 Amount at Maturity: $1‚069.56 2. (Annualizing a monthly
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CHAPTER 7 IDENTIFYING AND UNDERSTANDING CONSUMERS 6 Categories of Factors Impacting Shoppers Figure 7-2 .174 Lifestyle: Social and Psychological Factors p. 177 Impact of Perceived Risk Figure 7-3 p. 178 6 Stages in the Consumer Decision Process Figure 7-6 p. 185 3 Types of Decision-Making p. 188 3 Types of Impulse-Buying p. 189 3 Types of Target Market Strategies pp. 191-193 6 Steps in devising a Target Market Strategy Figure 7-10 p. 192 Multiple Choice -
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Discounted Cash Flow Homework Problems Please post the answers (and show your work) in the assignments section by midnight the last day of the week assigned. 1. Calculate the future value of 1‚535 invested today for 8 years at 6 percent. (5 points) $1535 * 1.5938 = $2‚446 2. What is the total present value of the following cash stream‚ discounted at 8 percent? (5 points) |Year |Amount |Rate |PV | |1 | $ 400
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A Panoptic Systems Integration Ltd White Paper 1 Floor Parklands House‚ Audley Ave Business Park‚ Newport‚ Shropshire‚ TF10 7BX 0844 576 0690 www.panopticsi.com st The 7 Problems with Vehicle Tracking Stewart Adams Business Development Manager September 2011 Contents Introduction They all appear to be cost prohibitive Vehicle Tracking is seen as intrusive Quantifying the return on investment The contract period was cumbersome System reliability of all of the components Too difficult
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AssignmentPrint View 4 t . Page1 of26 it11’"‚" i. Oepreciation for 2011is computed to be $1O‚OOO. on the company’s equipment beforeadjusting b. The PrepaidInsurance accounthad a $6‚000debitbalanceat December31‚2011‚ for the costsof any expiredcoverage. An analysisof the company’sinsurancepoliciesshowedthat insurance coverageremains. $720of unexpired c. The OfficeSuppliesaccounthad a $570debitbalanceon December31‚2010; and $2‚680of office supplieswere purchasedduringthe year.The December31‚2011
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Table of Contents Chapter 1 1 Theoretical considerations about 1 taxes and fees 1 1.1. General Considerations about Taxes and Fees 1 1.2. Direct taxes 3 1.2.1. Profit Taxes 4 1.2.2. Salary (payroll) taxes 6 1.2.3. Dividend taxes 7 1.2.4. Local taxes 8 1.3. Indirect taxes 9 1.3.1. Value Added Tax 11 1.3.2. Duty 13 1.3.3. Excise 14 Chapter 2 – S.C. Sarten S.R.L. 16 Company presentation 16 2.1. Short history 16 2.2. Organizational
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Chapter 7 Study Questions 1. What is meant by the term service breakdown? a. the product or service selivered fails to meet customers expectations 2. What causes customers to become dissatisfied? a. when a product or service fails to meet the customers wants or need or does not live up to advertised promises or standards. 3. What can you use to deal with angry customers? a. be positive b. acknowledge the customer’s feeling or anger c. reassure d. remain objective
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Based on chapter 7‚ when some of us think about the word disability‚ we think that it involves people with a physical impairment. According to chapter 7‚ Invisible Disabilities‚ “A blue wheelchair symbol is the universal code for one having a disability that limit their mobility (pg. 168).” So‚ I agree with the chapter in that I’ve only known people to have a disability as being a visual deficiency‚ but this is not true anymore. As a result‚ the ADA presented a survey‚ and it was discovered
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Homework Problem Set 4 1. Because Q=12-2P inverse demand P = -0.5 Q+6 For “half price” case‚ P = 2.5‚ Q=7 consumer surplus = 7*(6-2.5)/2 = 12.25 For “buy one‚ get one free” case‚ when original P = 5‚ Q = 4 instead of 2‚ total benefit TB = (4+6)*4/2 = 20 On the other hand‚ payment is 2*5=10 dollars‚ so consumer surplus will be = 10 Thus “half price” gives more surplus. 2. cost minimizing manner‚ marginal product of typewriter/marginal product of word processor=rent of typewriter/rent
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Solutions to Graded Problems Math 200 Section 1.6 Homework 2 September 17‚ 2010 20. In the theory of relativity‚ the mass of a particle with speed v is m = f (v) = m0 1 − v 2 /c2 where m0 is the rest mass of the particle and c is the speed of light in a vacuum. Find the inverse function of f and explain its meaning. Solution. We simply solve for v: m= m0 1− v 2 /c2 =⇒ m 1 − v 2 /c2 = m0 =⇒ m2 1 − v2 c2 = m2 0 m2 v2 =⇒ 1 − 2 = 0 c m2 =⇒ v2 m2 =1− 0 c2 m2 m0 m m0 m 2 =⇒
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