BINOMIAL THEOREM : AKSHAY MISHRA XI A ‚ K V 2 ‚ GWALIOR In elementary algebra‚ the binomial theorem describes the algebraic expansion of powers of a binomial. According to the theorem‚ it is possible to expand the power (x + y)n into a sum involving terms of the form axbyc‚ where the coefficient of each term is a positive integer‚ and the sum of the exponents of x and y in each term is n. For example: The coefficients appearing in the binomial expansion are known as binomial coefficients.
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development and lists them in their most primitive sequence of dependency. Real development projects (software and other) rarely follow such a model literally‚ mainly because the model can and is applied to itself recursively‚ yielding an almost fractal fabric of actual activity. Prototyping Model- Is an attractive idea for complicated and large systems for which there is no manual process or existing system to help determining the requirements. Spiral Model - Is a software development
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(Pages 1-50) 1. Explain how the biotechnological revolution is different from past scientific changes in the world It’s different because it means more advances in medicine and that means a better human life span. 2. What problems can be foreseen in biotechnology? Biotechnology is unpredictable and dangerous but biotechnology can be useful in many ways. 3. What type of animal did the lizard-like creature that Tina plays with resemble? The lizard resembled a Basilisks amoratus
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Bibliography: Institute of Ideas (2002) Debating Matters- The internet: Brave new world? ‚ Hodder & Stoughton John Dovey (1996) Fractal Dreams-New Media in Social Context‚ London: Laurence & Wishart Sherry Turkle (1995) Life on the screen: Identity in the age of internet‚ New York‚ N.Y. : Touchstone. Myron W.Krueger (1995) Artificial Reality II‚ Addison-Wesley‚ Reading‚ Massachusetts
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1. Tell us about a concept‚ theory‚ or topic you have explored simply because it sparked your intellectual curiosity. Why do you find it intriguing? How do you want to further explore it? I have always been captivated by the concepts and theories of what makes art “beautiful.” Since I am an artist myself‚ I had wanted to improve by finding what “beauty” is to everyone. As I learned in Theory of Knowledge (ToK) class‚ art‚ like history‚ is subjective to the individual‚ but one cannot deny there are
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Introduction The brain as an organ is designed to change and grow in response to stimulus and experience. Neuroplasticity is the ability of the brain to reorganize itself‚ mostly by reorganizing synaptic connections. Dr. Nandini Mundkur explains neuroplasticity in children as the ability of brains to make functional and structural changes to the brain through training and experience (Mundkur 2005). Neuroplasticity in adults has been thoroughly studied in adult musicians. It has been shown that anterior
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A SEMIOTIC ANALYSIS OF HIGH FASHION ADVERTISING by Alan Rhodes and Rodrigo Zuloago 12/5/03 Fashion advertising is an excellent example of identity-image producing media. The nature of the product is tied directly to identity—those objects with which we encase our bodies for public display—and fashion is acknowledged as a cultural language of “style”. In the realm of High Fashion advertising—those products and identity-image advertisements at the top of the socio-economic spectrum: products such
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Question Paper Integrated Case Studies - II (MB3J2): October 2008 Case Study∗ (100 Marks) • This section consists of questions with serial number 1 - 5. • Answer all questions. • Marks are indicated against each question. Read the case carefully and answer the following questions: 1. “The greater the level of involvement of a company in foreign markets‚ the greater the need for it to monitor the political climate of the business.” In relation to the effect of a country’s political environment
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Cited: Ben-Avraham‚ D. and S. Havlin. 2000. Diffusion and Reactions in Fractals and Disordered Systems. USA: Cambridge University Press. Chang‚ R. 1998. Chemistry. 6th ed. Boston: James M. Smith. Everett‚ G.W and G.W. Everett‚ Jr. (n.d.). Diffusion of Gases and Graham’s Law. Retrieved Aug. 14‚ 2011 from http://www.cerlabs.com/experiments/1087540412X
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10. ’Through different methods of justification‚ we can reach conclusions in ethics that are as well-supported as those provided in mathematics.’ To what extent would you agree? One could argue that mathematics and ethics are the underlying essentials above which our society has based itself. Scores of cities have built their infrastructures using measurements and methods founded in mathematics. Our inherent ethical natures have catalyzed the great minds from ancient civilizations to create democracies
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