weirdo. But before that‚ let me tell you what a weirdo is first. Coming from the word weird which means "strange‚" a weirdo is a person who is extraordinarily strange and does things that are not usual to other people. May it be a mere simple self-expression or in doing the conventional‚ day to day activities‚ a weirdo may still have a unique way of doing such things. The concept of a weirdo is determined by a matter of perspective. A weirdo to you may not be weirdo to other people and the weirdo may
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her poetry. In other words‚ her poems are ponderings upon the unfortunate state of women in a male dominated society. Among the Indian English poets of her generation‚ male or female‚ she has maintained the shortest interval between emotion and expression. Her tone is always exact and 4rhythm of her lines is strictly under her control although it does not follow any given convention. Kamala Das’s poem
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TRANSLATING KEY WORDS AND PHRASES INTO ALGEBRAIC EXPRESSIONS The table below lists some key words and phrases that are used to describe common mathematical operations. To write algebraic expressions and equations‚ assign a variable to represent the unknown number. In the table below‚ the letter “x” is used to represent the unknown. In translation problems‚ the words sum‚ total‚ difference‚ product and quotient imply at least two parts – use parentheses when a sum or difference is multiplied. For
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Expressions of Identity and Rites of Passage in Asian Culture Poetry can be acknowledged as a form of art. Art is the product of a combination of elements that allure to the humans’ senses and emotions‚ which also describes the intent of poetry. Poetry uses a combination or selection of the elements‚ theme‚ voice‚ tone‚ setting‚ imagery‚ figures of speech‚ and symbolism to accomplish its impact upon the reader. It can express the emotions of life from those happy to those that are painful. Many
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CHAPTER ONE INTRODUCTION 1.0 Overview This chapter discusses the background to the study. Specifically explains the problem under exploration; present the purpose‚ the objectives of the study‚ research questions‚ study areas‚ significance of the study‚ definitions of terms as well as the organization of the study. 1.1 Background to the study Art is deeply engaged with the subject of myth. Since the beginning of humankind ’s existence‚ there have been lots of mind blowing questions which man
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Francheska Sanchez Professor Mary Mathis ENGL 101C-H1 November 2‚ 2006 Aristotle ’s Artistic Proofs as Applied to the "Declaration of War" Speech by Franklin D. Roosevelt Aristotle‚ although having lived thousands of years ago‚ continues to make an impact in our society with his contribution to Western thinking and his famous "art" of rhetoric. He remains to this day‚ one of the most influential philosophers in the history of rhetorical study. One of his most prominent works is his "Rhetoric"
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Implementations of: Finite automata Regular expression Pushdown automata Engineering applications of finite automata The study of automata has been acquiring increasing importance for engineers in many fields. For some time‚ the capabilities of these automata have been of the greatest interest to logicians and mathematicians. However‚ the expanding literature on the use of finite automata as probabilistic models demonstrates the growing
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“Let me take a Selfie”: Narcissism or self-expression? In the 21st century‚ it is undeniable that selfies on social media sites has captured public attention and became such a major part of popular culture‚ especially among teenagers. In fact‚ selfie has become an obsession among generation Y and it is still arising problem in Malaysia. Selfies are defined as‚ “A photograph that one has taken of oneself‚ normally with a smartphone or webcam and shared via social medias” in Oxford Dictionary. In
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MCR3U0: Unit 2 – Equivalent Expressions and Quadratic Functions Radical Expressions 1) Express as a mixed radical in simplest form. a) c) b) e) d) f) 2) Simplify. a) b) d) e) c) f) 3) Simplify. a) b) c) d) e) f) 4) Simplify. a) d) b) e) f) c) For questions 5 to 9‚ calculate the exact values and express your answers in simplest radical form. 5) Calculate the length of the diagonal of a square with side length 4 cm. 6) A square has an area of 450 cm2. Calculate the side length. 7) Determine
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THINGS YOU NEED TO KNOW • EQUIVALENT SETS are sets that have the same number of elements. Say for example: is equivalent to The two sets are equivalent because they both have two elements. • EQUIVALENT NUMBER EXPRESSIONS are two expressions that have the er same value. Say for example: 3 + 2 is equivalent to 4 + 1 Another example: 5 - 2 is equivalent to 1 + 2 II. ACTIVITIES ACTIVITY 1 ______ 1. 4 a. 1 + 1 ______
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