What is Modus Ponens and Modus Tollens?
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Modus Ponens:\nIf is true P, then Q is true.\nP is true.\nTherefore, Q is true. \nExample:\nIf you buy today, I will give you a 10% discount. You have agreed to buy today, so I will reduce the price by 10%.\n\nModus Tollens:\nIf P, then Q.\nQ is false.\nTherefore, P is false.\nExample:\nIf there is smoke, there is fire. There is not fire, so there is no smoke.
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try this one:\n\nhttp://www.rci.rutgers.edu/~robpar/SOE_page_1.html\n\nshould answer any questions on the subject
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mod is the function which is used to give out the remainder. \nexample when 11/4 gives mod as 3\nhence mod 4 means when one number is divided by the other it gives the remainder as 4.
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http://www.amasci.com/emotor/vdg.html\nthis web page on the van de graff generator WILL answer your queery...good luck !!!!
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http://smartin.bol.ucla.edu/rome/post/milit.html
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http://images.google.com/images?q=pictures+of+modular+arts&hl=en&lr=&sa=N&tab=wi&sourceid=tipimg\nHope this helps
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http://www.funology.com/boredombusters/bb014.htm
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have a look at www.modthesims2.com
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Grumpus or grampas.  a type of porpoise.
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You can approach this from multiple aspects:\nThe light and dark as associated with the two locations.\nThe notions of civility and barbarism, and whether what is seemingly  civilized is in actuality barbaric.\n\nThese are some places to start.
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http://home22.inet.tele.dk/hightower/spheres.htm
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Main Entry: mul·ti·mod·al \nPronunciation: -'mO-d&l\nFunction: adjective\n: having or involving several modes, modalities, or maxima <multimodal distributions> <multimodal responses>
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Check here:\n\nhttp://en.wikipedia.org/wiki/Hobbes\nhttp://www.philosophypages.com/hy/3x.htm\nhttp://oregonstate.edu/instruct/phl302/philosophers/hobbes.html
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http://www.calm.wa.gov.au/plants_animals/mammal_possum.html
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Polarity.\n-Drangheim
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Click Here and pick the best one for you: http://www.google.com/search?q=Miller+Modigliani+approach&start=0&ie=utf-8&oe=utf-8&client=firefox-a&rls=org.mozilla:en-US:official
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http://www.omi.social.fr/omi/omiw.nsf/(vuepage)/F0SIMM?OpenDocument