Basic Logic GatesBasic Logic Gates All digital systems can be constructed by only three basic logic gates. These basic gates are called the AND gate‚ the OR gate‚ and the NOT gate. Some textbooks also include the NAND gate‚ the NOR gate and the EXOR gate as the members of the family of basic logic gates. The descriptions of the operations of these gates are listed below: AND gate The AND gate is a circuit which gives a high output (logic 1) if all its inputs are high. A dot () is used to indicate
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An Introduction to Digital Logic Up until now the labs have dealt with electricity in its analog form where a quantity is described by the amount of voltage‚ or current‚ or charge... expressed as a real number. However a large proportion of electronic equipment‚ including computers‚ uses digital electronics where the quantities (usually voltage) are described by two states; on and off. These two states can also be represented by true and false‚ 1 and 0‚ and in most physical systems are represented
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Running Head: IS ARISTOTLE THE FATHER OF LOGIC? IS ARISTOTLE THE FATHER OF LOGIC? (Name) (University) Is Aristotle the Father of Logic? I believe so. Aristotle became known as the Father of Logic by demonstrating that logic was more than just an equivalent to verbal reasoning but an important tool of investigation‚ a way to learn everything about everything. He was the first to introduce scientific thought into daily processes. Even today‚ with hundreds of advances in technology
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1. Calculating Returns ( LO1‚ CFA1) Suppose you bought 100 shares of stock at an initial price of $ 37 per share. The stock paid a dividend of $ 0.28 per share during the following year‚ and the share price at the end of the year was $ 41. Compute your total dollar return on this investment. Does your answer change if you keep the stock instead of selling it? Why or why not? 2. Calculating Yields ( LO1‚ CFA1) In the previous problem‚ what is the capital gains yield? The dividend yield? What is
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1. The street of a city are arranged like the lines of a chessboard ‚ there are m street running north and south and n east and west . Find the no. ways in which a man can travel from N.W to the S.E corner‚ going by the shortest possible distance. 2. How many different arrangement can be made out of the letters in the ex-pression a^3b^2c^4 when written at full length? Ans. 1260. 3. How many 7-digit numbers exist which are divisible by 9 and whose last but one digit is 5? 4. You continue
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Problem: You are playing Guess Your Card with three (3) other players. Here is what you see: Andy has the cards 1‚ 5‚ and 7 Belle has the cards 5‚ 4‚ and 7 Carol has the cards 2‚ 4‚ and 6 Andy draws the question card‚ “Do you see two (2) or more players whose cards sum to the same value?” He answers‚ “Yes.” Next Belle draws the question card‚ “Of the five (5) odd numbers‚ how many different odd numbers do you see?” She answers‚ “All of them.” Andy suddenly speaks up. "I know what I have
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C HAPTER 1 © 2008 Pearson Education‚ Inc. 1-1. (a) (1) Calm: or (2) 10 mph (3) 100 mph (b) The microcomputer requires a table or equation for converting from rotations/second to miles/hour. The pulses produced by the rotating disk must be counted over a known period of time‚ and the table or equation used to convert the binary count to miles per hour. 1-2. –34° quantizes to –30° => 1 V => 0001 +31° quantizes to +30° => 7 V => 0111 +77° quantizes to +80° => 12 V => 1100
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Philosophy 201—Practical Logic Loyola University New Orleans Ben Bayer Summer 2012 Homework #1 DUE: Tuesday‚ September 11th‚ (at 11:59pm‚ just before midnight) Directions For each of the listed fallacious arguments‚ select an answer to each of questions (a) and (b). For both (a) and (b)‚ select ONE AND ONLY ONE answer from (i) through (vii). For most of the answers in (b) you will need to fill in the specified blanks with details from the argument to fully explain
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1. Fallacious Arguments Considering the fallacies discussed in Chapter Four of An Introduction to Logic‚ construct three different arguments that display distinct fallacies. Give an explanation of why each makes a mistake in drawing the conclusion it does. Review your classmates’ examples and see if they‚ in fact‚ commit the fallacy identified. Before getting to examples of different arguments that display distinct fallacies I will define a fallacious argument. In our text fallacy is defined
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HBS Case Review: Mt. Everest Case Study Introduction The case of Mt. Everest focuses on two commercial expeditions‚ Adventure Consultants and Mountain Madness‚ and the tragic event on May 10‚ 1996. These two commercial expeditions were lead by Rob Hall and Scott Fischer‚ and were consisted of 20 members. Both leaders were experienced climbers‚ but due to several factors‚ the expedition resulted into five deaths including Hall and Fischer. The event has thought managers to evaluate the importance
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