How Does One Sacrifice Something That Can t Be Held But...

Here is a riddle I learned during this school year. How does one sacrifice something that can’t be held but measured? If it can’t be held, how can you give someone yours? Last clue: If it can be measured why can’t you save it up for different purposes? What are we talking about here? After three clues you should have answered time. So how do people sacrifice time that can be measured, not held, and not given? For that answer we need to talk to a god. Chronos is a Greek god of time, but unlike other gods, sacrificing time wouldn’t’t please him. I have learned this firsthand by mostly trial and error. My trial and error tests had me sitting on my comfy couch, legs up, facing my 60-inch (measured diagonally) watching a TV show. My MacBook computer would be on my lap being ignored even though I had every intention to start my schoolwork. If Chronos was sitting next to me, the Greek god would smell of times lost and be fuming from his mouths , all three of them. I was in every sense sacrificing time rather then using it wisely. In a deep echoing god like voice Chrono honors me with the best advice the Greek god of time could give, â€Å"Use my time wisely or before you know it, your time will be up mortal.† The Greek gods statement rang true to the same pitch of my ears as I turned off the TV and started my paper. I turned my head to face face face Chronos and responded in my mortal weak words responding, â€Å"Use it or loose it?† The gods six eyes all squint in unison atShow MoreRelatedThe Crucible : Nature Vs Nurture Debate2002 Words   |  9 PagesOne of the longest running discussions in psychology is the nature vs nurture debate. That is, is human behavior influenced more by environmental factors in one’s life, such as parents, or by genetics and biological factors? 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How The Past Can Assist The Modern Criminal Justice System

Principally, changes in political climate with various governments occupied through times of war, plague and famine, have led to rapid changes in social values, priorities and economic environments. These factors are considered to be paramount during the application of historical methodologies, not least to studies pertaining to the CJS and its subsidiaries. Moreover, â€Å"In 1948, Sir Leon Radzinowicz... [believed] ...lessons of the past can assist the modern criminal justice system† (as cited in Godfrey, Lawrence and Williams, 2008, p. 16). Criminologists research to understand whether policing was and is pragmatic, idealistic or both and how it has become so rooted into the constitution despite its often hostile critique. From 1750, for two centuries, policing is considered to have been revolutionary. An initial unwillingness to relinquish a very British sense of liberalism was swiftly outweighed by the advocacy of a bourgeois ruling-class, seeking to protect their property and an acceptance from lower-classed service-users (Emsley, 1983). Whig historians positively viewed policing of the past as a â€Å"strong foundation† (Godfrey et al., 2008, p. 17). Critically, Marxism argues that the hierarchal social stratum is maintained through the criminalisation and marginalisation of the poorest in society. Consistently, political legislation has only been accessible by the elite, resulting in laws which are considerate of their own interests and keep the proletariats in orderShow MoreRelatedHow Technology Has Changed Our Lives Essay1285 Words   |  6 Pagesof entertainment. In the past when technologies had not developed much, people usually entertained by getting together to dance, sing, or listen to music; many of them went to a small bar in the community to drink or play cards. 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MTH 201 Project

MTH 201 Project-Topic #1: A Poker Game Tom Andary Essay MTH 201 Project-Topic #1: A Poker GameTom AndarySection 4There are many types of combinations desirable to possess in a poker game. Some are more desirable than others. What makes any given combination of cards powerful in the game of poker? The probability that it will occur. Specifically, the less likely a card combination is to occur, the more powerful it is. For starters, it is necessary to state that there are 2,598,960 possible combinations, or hands, from a standard 52 card poker deck. Also note that 1,302,540 of these hands do not contain any useful combination in the game of poker. That leaves 1,296,420 hands that could win you a game of poker. To get a pair, you are trying for 2 cards of a specific denomination out of 4 that exist, with three cards that dont amount to anything special from the remaining 48. For drawing the pair, you have combination of (4,2) (for drawing 2 cards from a four card set) times 13 (the number of 4 card sets), multiplied by the combination of (48 ,3). Then subtract the possibility of getting a full house, 2 pair, and 3 of a kind, to get 1,098,240 different ways of drawing a pair in a game of poker. This carries a probability of .4225. To get two pair, you are attempting to pull two cards each from two four-card sets, plus one random card not from either of the previous sets. First, you multiply the combination of (4,2) by 13, just as you would for 1 pair. Multiply the result by 12 times the combination of (4,2) and the combination of (44,1). Divide this answer by 2, to account for the fact that reverse pairs cannot exist side by side. (i.e. one pair can not be the 2 of hearts/2 of diamonds, and the other pair be the 2 of diamonds/2 of hearts.) The final answer is 123,552 possibilities, being a probability of .0475. Three of a kind is having three of one denomination, and two random cards which are not a pair. Take the combination of (4,3) times 13, multiplied by the combination of (48,2) to get 54,912. Then subtract the possibility of having a full house to get 54,912. Divide that by the magic number of possible poker hands to get your probability of .0211. A straight is cards forming a consecutive order, but not a straight flush or royal flush. Take the 4 suits of cards, and raise them to the 5th power, representing the 5 cards in your hand. Multiply the result by ten, then subtract the number of possible straight and royal flushes. This gives you 10,200 possibilities, divided by 2,598,960 for a probability of .0039. A Flush is having 5 cards from the same suit that are not in consecutive order so as to be a straight or royal flush. Take the combination of (13,5) (for 5 cards out of a 13 card suit) and multiply it by 4 (for the 4 suits) and subtract the possibility of a straight or royal flush to get 5,108. Divide 5,108 by the number of possible poker hands to get the probability of .0019. A full house is three of a kind and a pair together. Take the combination of (4,3) times 13 and multiply the answer by the combination of (4,2) times 12 (because you cant have a pair of a kind you have 3 taken out of already.) to get 3744. Divide that by the magic number of poker hands to get your probability of .0014. Noticing that the less probable a hand is, the easier it is to calculate? It keeps getting that way right down to the grand old royal flush?Four of a kind is pretty self explanatory. You posses all four of a given denomination of card. Take 13 times the combination of (4,4) and multiply the answer by the combination of (48,1) to get 624. Divide 624 by 2,598,960 to find the probability of .00024. .u746f4d0375df9798182999df4032b56d , .u746f4d0375df9798182999df4032b56d .postImageUrl , .u746f4d0375df9798182999df4032b56d .centered-text-area { min-height: 80px; position: relative; } .u746f4d0375df9798182999df4032b56d , .u746f4d0375df9798182999df4032b56d:hover , .u746f4d0375df9798182999df4032b56d:visited , .u746f4d0375df9798182999df4032b56d:active { border:0!important; } .u746f4d0375df9798182999df4032b56d .clearfix:after { content: ""; display: table; clear: both; } .u746f4d0375df9798182999df4032b56d { display: block; transition: background-color 250ms; webkit-transition: background-color 250ms; width: 100%; opacity: 1; transition: opacity 250ms; webkit-transition: opacity 250ms; background-color: #95A5A6; } .u746f4d0375df9798182999df4032b56d:active , .u746f4d0375df9798182999df4032b56d:hover { opacity: 1; transition: opacity 250ms; webkit-transition: opacity 250ms; background-color: #2C3E50; } .u746f4d0375df9798182999df4032b56d .centered-text-area { width: 100%; position: relative ; } .u746f4d0375df9798182999df4032b56d .ctaText { border-bottom: 0 solid #fff; color: #2980B9; font-size: 16px; font-weight: bold; margin: 0; padding: 0; text-decoration: underline; } .u746f4d0375df9798182999df4032b56d .postTitle { color: #FFFFFF; font-size: 16px; font-weight: 600; margin: 0; padding: 0; width: 100%; } .u746f4d0375df9798182999df4032b56d .ctaButton { background-color: #7F8C8D!important; color: #2980B9; border: none; border-radius: 3px; box-shadow: none; font-size: 14px; font-weight: bold; line-height: 26px; moz-border-radius: 3px; text-align: center; text-decoration: none; text-shadow: none; width: 80px; min-height: 80px; background: url(https://artscolumbia.org/wp-content/plugins/intelly-related-posts/assets/images/simple-arrow.png)no-repeat; position: absolute; right: 0; top: 0; } .u746f4d0375df9798182999df4032b56d:hover .ctaButton { background-color: #34495E!important; } .u746f4d0375df9798182999df4032b56d .centered-text { display: table; height: 80px; padding-left : 18px; top: 0; } .u746f4d0375df9798182999df4032b56d .u746f4d0375df9798182999df4032b56d-content { display: table-cell; margin: 0; padding: 0; padding-right: 108px; position: relative; vertical-align: middle; width: 100%; } .u746f4d0375df9798182999df4032b56d:after { content: ""; display: block; clear: both; } READ: on Oedipus Jocasta Creon and Antigone EssayA straight flush is having 5 cards of the same suit in consecutive order, not including the royal flush. With (A,2,3,4,5) being the lowest straight flush, and (9,10,J,Q,K) being the highest, that totals 9 possibilities for each suit, 36 in all. Divide 36 by the now enormous-looking 2,598,960 for your highly unlikely probability of .000013. Now for the easiest to calculate, but hardest to obtain hand in the game of poker. The royal flush is possessing the 10, Jack, Queen, King, and Ace of the same suit. There are only 4 possibilities of this happening. Divide this by the number of possible poker hands to get the infinitesimally small probability of .0000015. Thats 649,740 to 1 odds on getting a royal flush on your first deal! Simply enough, the value of a hand of poker is based on two things:1. The probability of the hand occurring off the first deal. 2. If two players have the same kind of hand, the one with the highest cards wins. Heres how the poker hands rank in order from worst to best:? 1 Pair? 2 Pair? Three of a kind? Straight? Flush? Full House? Four of a Kind? Straight Flush? Royal Flush

Perception and Individual Decision Making

Perception and individual decision making are the notions which determine a human being and his/her mode of life. After watching the movie Blind Side, it is possible to analyze the behavior of Michael Oher who just wanted to live though in this case, the circumstances were rather specific. Advertising We will write a custom essay sample on Perception and Individual Decision Making specifically for you for only $16.05 $11/page Learn More Being left without parental assistance, Michael Oher had been searching for the main purpose in his life and found it in football. The chance changed the life of this person. Looking at his life, it is obvious that Michael Oher was sure that nothing was going to improve his situation. This was his perception of the situation as well as his individual decision. He used to run away from every family he was adopted by. When Leigh Anne found him, she could not even imagine how possible it was to live in such a way. Still, he r perception of the situation was different. Therefore, people are able to look at one and the same situation differently due to differences in perception of the facts. For example, in case of Michael Oher, it is possible to conclude that he got used to this situation, and it seemed better to him to live in such a way than to be grateful to the foreign people who offered him support and home. However, Leigh Anne was of another opinion though she could not understand Michael Oher’s decision as they had different perceptions of the situation (Blind Side). When people make decisions, they usually refer to personal experience, and it affects their perception of the surrounding world and some particular situation. It is impossible to judge people taking into account your personal experience as, in this case, a person considers the situation only from his/her personal point of view without referring to another individual’s background. The choice to begin a career of a spo rtsman was Michael’s decision which was based on personal features. Being a strong man of athletic constitution and possessing great powers of endurance, Michael was sure to achieve much success in football game though he also had to work hard. He understood that his low grades and other factors would not allow him to be a member of the school football team. Advertising Looking for essay on business economics? Let's see if we can help you! Get your first paper with 15% OFF Learn More However, his coach gave him a chance as he saw that this boy could achieve success. Therefore, after reconsidering his personal attitude to studying, Michael improved his grades and became a part of the football team. This decision was well-considered as he wanted to play football, and the only way to achieve that was to progress in his studying. Robbins and Judge are sure that people consider situations from their personal perspectives, and decisions they make are also based on th eir vision of the situation developed from their past experiences. If one situation seems appropriate for one person, it does not mean that the same situation will be appropriate for all. It is possible to have two visions on one and the same situation as people usually refer to their experience, and on its basis, their decisions are made (Robbins and Judge 128). Therefore, looking at the life of Michael Oher, some people may find his actions strange, for example, when he ran away from the families, while those, who have also experienced the same conditions, may understand him. Therefore, human actions and decisions are usually based on their personal experience and perception. In most cases, the decision making is made by an individual as a person must consider the situation from his/her personal side to make a proper decision on how to behave. Works Cited Blind Side. Ex. Prod. Broderick Johnson. Burbank, California: Warner Bros., 2009. DVD. Robbins, Stephen P. and Timothy A. Judg e. Organizational Behavior. Oxford: Prentice Hall, 2008. Print. This essay on Perception and Individual Decision Making was written and submitted by user Madr0x to help you with your own studies. You are free to use it for research and reference purposes in order to write your own paper; however, you must cite it accordingly. You can donate your paper here.