Jönköping International Business School Jönköping University B eh avioral F i nance Investors’ Rationality Bachelor Thesis within Finance Authors: Bernéus‚ Hannes Sandberg‚ Carl Wahlbeck‚ David Tutor: Jönköping Österlund‚ Urban December‚ 2008 Acknowledgement We would like to thank our tutor Mr. Urban Österlund for his support and guidance. We are also grateful for all valuable comments and insights from our fellow students during seminar sessions. We would also like to present
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X X X X X X X X X X X X X X X X X AP Statistics Solutions to Packet 5 X Producing Data Designing Samples Designing Experiments Simulating Experiments X X X X X X X X X X X X X HW #29 1 – 3‚ 5 - 7 5.1 FUNDING FOR DAY CARE A sociologist wants to know the opinions of employed adult women about government funding for day care. She obtains a list of the 520 members of a local business and professional women’s club and mails a questionnaire to 100 of these women selected at random. Only 48
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F.O.L.K.S. Followand Obey the Laws the Kings Set Black Gangster Disciple In the 1960’s another group was being formed to rival the Black P-Stone Nation. The Black Gangster Disciple Nation was started by a man named David Barksdale. The Black Gangster Disciple Nation {BGDN} fought bloody wars ont he Chicago south side over turf and drug sales. King David Barksdale was assassinated in 1974. As a symbol of honor and remembrance the six-pointed Jewish star {Star of David} was adopted by the BGDN
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2 dollars to invest‚ he would be likely to buy a lottery‚ which has a very low probability of getting income that means a high risk of investment. While if he has 200 millions‚ he would be more careful so that he might take a less risky investment item. So we can get to the conclusion that the risk of investment and the amount of capital may have a negative relationship. Secondly‚ let’s imagine: if we pitch a coin‚ we will get a head side or tail side. As the number of times we pitch increases
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thousand candidates‚ I was introduced to the world of Statistics and Probability. The most appealing facet of Statistics that actually motivated me to think of a career in the subject is its usefulness in catering to real-life problems. Right from my days at school‚ I have had a penchant for any scientific thing that would work in practice . Statistics was one of them which I have seen being applied to diverse areas from tossing coins to launching rockets! At the institute‚ I was particularly enthusiastic
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proven sustainable (both Communism and the Incas relied on brutal centralist absolutism and used human labor as currency). Hunter-gatherers will not trade‚ but battle for resources. As far back as 600 BC‚ coins were used in modern-day Turkey. Greeks‚ Romans and later Chinese (221 BC) standardized coins as unit of account (Niall‚ 2008). Chronic lack of silver in the old world was only solved by the New world’s conquest (rich
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3 http://www.satspapers.co.uk Leap year 2 Leap year 1 month has 29 days. 4 months have 30 days. 7 months have 31 days. Not a leap year 1 month has 28 days. 4 months have 30 days. 7 months have 31 days. (a) In a leap year‚ what is the probability that a month chosen at random has exactly 28 days? 1 mark (b) In a year that is not a leap year‚ what is the
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cereal would be $1.33 per box. Here are some examples of retail store coupons. At the very least‚ even if you only chose to clip the occasional coupon‚ you would save $20 to $100 a year. This would buy a few pairs of scrubs for Amy‚ a few pairs of flip flops for Lynette‚ a deer tag or two for Mike and some trash bags for Becky. If you clip coupons weekly and use them every time you go to the grocery store‚ you save anywhere from a thousand to five thousand a year. How can
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Expected Monetary Value In a business environment‚ we frequently use probabilities to assess alternative financial decisions Example 1: A coin is tossed ten times. When a head is obtained‚ €4 is won. When a tail is obtained‚ €2 is lost Calculate the expected winnings. Outcome HEAD TAIL Winnings €4 -€2 Probability 0.5 0.5 Expected winnings in one toss: Expected Monetary Value (or just Expected Value (EV) = €1 Note: You never actually receive
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Chapter 9: Patterns of Inheritance What pattern will inheritance follow? Why is it important? Always follow patterns? Rule of Probability In tossing a coin the odds of either a head or tail is always 50%. The outcome is unaffected by the previous attempt. If 2 coins are tossed‚ each will be dependent of the other HH‚ HT‚ TH‚ TT (Probability is 25% or ¼) The rules also hold true for genetics due to the law of independent assortment. Each alternative type of outcome in a gene acts independently
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