life and media’s right to peek into it. The stress of having to constantly live up to public expectation is obviously daunting for well-known people as every step of their life has to be well thought of before even attempting it. On the flip side of the coin‚ however‚ a person will only receive respect once he/she has earned it. Whether the press receives this appalling amount of freedom or not‚ a person’s exemplary character will always save him/her from disgrace. If politicians and celebrities
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loves to wear‚ for mainly for aesthetics‚ the [ancient] flip-flop. Wearing flip-flops is becoming more common in today’s world; a women’s lacrosse team wore them in the Oval Office under the Bush Administration (Stevens 688). While Stevens finds them acceptable to wear round pools‚ at the beach‚ short trips outside‚ and at the gym‚ there are a safety problem in other places‚ like the airport‚ subway‚ and offices. Flip-flops have a thin sole and no support which does not give one’s foot
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Thomas Hobbes’ Leviathan and Plato’s Republic are two of the most significant works discussing the nature of rule and justice. They both introduce a necessary notion of an absolute monarch that presides over a commonwealth. Plato’s philosopher king is appointed to reign over his imaginary Kallipolis‚ while a Leviathan comes to the rescue of the forlorn people in a State of Nature. And while their rights to rule are similar‚ and they both are vital parts of own commonwealths‚ the two monarchs live
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are specific types of non sequiturs. * Appeal to probability – takes something for granted because it would probably be the case‚ (or might possibly be the case). * Argument from fallacy – assumes that if an argument for some conclusion is fallacious‚ then the conclusion itself is false. * Base rate fallacy – making a probability judgement based on conditional probabilities‚ without taking into account the effect of prior probabilities. * Conjunction fallacy – assumption that an outcome
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Loyalty is the devotion and faithfulness you have to a community‚ a group‚ or an individual. Your duties can be obligations of respect‚ voluntary‚ or obligations you have agreed to‚ involuntary. Sandel states‚ “These include obligations of solidarity and loyalty‚ historic memory or religions faith- moral claims that arise from the communities and traditions shape our identity (Sandel pg220).” An example of this is when a basketball player signs the consent form to be on the basketball team he is
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Can machines think? Turing didn’t describe the human vs. machine game right away‚ to make a point. He didn’t just flip a coin to see what he was going to write about. His point is simple. If you can distinguish between a man and a machine‚ in the game‚ you could come to the conclusion that the machine doesn’t think‚ right? WRONG! He introduced the idea of the man vs. woman game to prove that making such a conclusion is not in fact a conclusion‚ but an assumption. If it was a fact that‚ if you
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How many ways are there to select Senate members for this committee (assuming party affiliation is not a factor in selection)? 100c18=100!/[(100-18)!*18!]=30‚664‚510‚802‚988‚208‚300 6. A fair coin is tossed two times in succession. The set of equally likely outcomes is {HH‚ HT‚ TH‚ TT}. Find the probability of getting exactly two
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leads to the Taj Mahal. A lot of crowd was there. All were enjoying its beauty. In the fort the white marbles were everywhere and were beautifully crafted. Two are there of Akbar and Mumtaaz. Their love is everywhere in fort we feel it. On flip side of coin one more feeling was there and was a sad feeling. What was that? That was sound of those labor people who constructed it and in award their hands were cut off. So that they cannot not construct same monument again. Each marble was prove of hard
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The big list of classroom language for playing games Useful vocabulary Roll a/ the dice Board (game) Counter Team Winner (= First place) Second place (= Runner up) The wooden spoon (= Last place) (Flip/ Toss a) coin/ Heads or tails? Paper scissors stone/ Rock paper scissors (Move) clockwise/ anticlockwise (= counter clockwise) Bonus question Joker Pass (to the next player) Cheating Minus one point/ Take away a point Clue/ Hint Shuffle/ Mix (up) Deal (out) (My/ Your/ His/ Her/
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can roll with two dice is 2. 43.a) When a coin is tossed 4 times there are 16 possible outcomes and one way to roll a heads 4 times in a row. Let A represent the probability of rolling 4 heads. Therefor the probability of rolling a head four times is . b) There are 16 possible outcomes when tossing a coin 4 times. There are exactly 6 ways of tossing exactly 2 heads: Let A represent the probability of rolling exactly 2 heads. Therefor the probability of rolling exactly 2 heads is c) p’(rolling
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