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    B&K Case Solution

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    2. How much value is generated from cost savings associated with the project? In order to answer this question‚ we need to pay attention that all the revenue we used should be the number before tax‚ then Cost Baseline-Cost Upside=Net Income of Upside-Net Income of Baseline+ Revenue of Baseline-Revenue of Upside=693492‚ which is the value gathered from cost savings in five years. 3. How much value lies in improved revenues? As shown in the Excel above‚ the improved revenue accumulated in five

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    // Biggest of three numbers echo "Enter three numbers " read a b c if [ $a -gt $b -a $a -gt $c ] then echo " A is big " elif [ $b -gt $c ] then echo " B is big " else echo " C is big " fi OUTPUT [1csea56@local host~]$ sh biggest.sh 3 4 9 C is big [1csea56@local host~]$ sh biggest.sh 7 5 2 A is big RESULT: Thus a program has been written in the UNIX successfully to find the biggest of three numbers and the output is verified. //FIBONACCI

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    Simple Essay

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    It is undoubtedly true that money is integral part of our modern lives. Therefore‚ some believe that high salary is the most important thing in their job. Others are of the opinion that people should work at jobs which is in their favorite. Each of views has its own merits. There are plausible reasons why many people look for jobs offering high salary. First of all‚ the fact remains that life is easier for those who have a plenty of money as they can do everything what they want‚ and do not have

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    Martin P. Sarmiento Assignment Unit 5 Analysis Pentium Flaw PENTIUM FLAW Intel’s company engineers discovered the problem in updates to the chip. However‚ it was not until a mathematician Thomas Nicely (of Lynchburg College in West Virginia) discovered the flaw during the summer/ fall of 1994 that it got in the news. He was computing the sum of the reciprocals of a large collection of prime numbers on his Pentium-based computer. Checking his computation‚ he found the result differed significantly

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    sports and games

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    Paragraph On Importance Of Games and Sports Posted in Essays‚ Paragraphs and Articles by Anurag Roy On August 27‚ 2013. No comments There goes a good proverb—”All work and no play makes Jack a dull boy“. Games and sports are not only important for success in studio but it is important for success in every walks of our life. Games and sports include all outdoor and indoor games and also athletics. In ancient Greece they formed the principal part of education. In the advanced countries of the

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    Chapter 2

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    TUTORIAL 2 1. Stevie G was shopping in a departmental store when he saw a bottle of cologne he liked. He put it in his shopping basket. He then went up to the 3rd floor of the store to carry on with his shopping. He changed his mind about the cologne and put it back on the shelf. Michael O‚ who works for the store‚ sees this happening and insists that Stevie pay for the cologne. Is Michael O right? Give your reasons. 2. Rahman is at an auction when he sees a Manchester United shirt. The starting

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    Ratio and Answer Sheet.

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    A Roll No. • Please check that this questionnaire contains 11 printed pages. • Code A‚ B or C given on the right hand top corner of the questionnaire should be written on the answer sheet in the space provided. • Please check that this questionnaire contains 60 questions. 29th ARYABHATTA INTER-SCHOOL MATHEMATICS COMPETITION – 2012 CLASS - VIII Time Allowed: 2 Hours Max. Marks: 100 _____________________________________________________________________ GENERAL INSTRUCTIONS: 1.

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    Explication

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    The best way to sum up Club Denali is in the first paragraph when the author says‚ “The ten-minute Denali show runs heavily to images of thundering avalanches‚ storm-flattened tents‚ hands deformed by horrible frostbite blisters‚ and grotesquely twisted bodies being pulled from the depths of enormous crevasses. Like the military’s VD movies‚ the Denali show is graphic enough to make even the thickest skin crawl. As a tool for promoting sensible behavior‚ it would appear that it’s also just as ineffective”

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    Arithmetic Progressions

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    Arithmetic Progressions (AP) An arithmetic progression is a list of numbers where the difference between successive numbers is constant. The terms in an arithmetic progression are usually denoted as T1 ‚ T2 ‚ and T3 ‚ where T1 is the initial term in the progression‚ T2 is the second term‚ and so on. Thus‚ Tn is the nth term of the arithmetic progression. An example of an arithmetic progression is…. 2; 4; 6; 8; 10; 12; 14; Since the difference between successive terms is constant‚ we have…

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    Bundling

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    How to perceive bundling Creating a bundle is like creating a new product. Given the important market advantage of reduced product introduction time‚ bundling has an added appeal. A bundle is a group of products or services offered as a package. Not a marketing gimmick!! As consumers we see the marketing aspect of bundling‚ but decisions about bundles aren’t (or at least shouldn’t be) the sole province of the marketing department. Eg: In the given example Chrysler was able to reduce the price

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