CHHATTISGARH SWAMI VIVEKANAND TECHNICAL UNIVERSITY Courses of Study and Scheme of Examination of B.E. First Year (2012-13) Common to all branches of Engineering except Bio-Tech. & Bio-Medical Engg. FIRST SEMESTER S. No Board of Study Subject Code Subject Periods Per Week Scheme of Examination Total Marks Credit [L+[T+P]] 2 Theory L T P ESE CT TA 1 Basic Sciences 300114(14) Applied Mathematics-I 4 1 - 80 20 20 120 5 2 Humanities 300111(46) Professional Communication
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Introduction Walmart has more than 10‚020 retail units which is spread across 28 countries and operates under 60 banners. It sells both by brick and mortar (traditional stores) and Brick and click (e-commerce) formats. The average size of each Walmart store is more than a 1‚ 00‚000 (1lac) square feet. Its store operations are categorized into following. 1. Walmart discount stores 2. Walmart super centers 3. Walmart neighborhood markets Walmart express stores Marketing Mix: Product
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Level Pool Routing Laboratory Report CIVL4330 Hydrology and Open Channel University of Newcastle Results and Discussion: Reservoir Flows: Inflow from the tank was calculated using the known internal dimensions of the tank‚ the % full reading‚ and the time step which the data was collected. Where tank volume is (m3)‚ radius =0.2m‚ and the depth =2.873m Where Inflow from the tank)‚ tank volume is (m3)‚ % Full is the percentage of initial tank volume expressed as a decimal
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PROBLEM SET 1 Name: ______________________________________________ Problem Set 1 is to be completed by 11:59 p.m. (ET) on Monday of Module/Week 2. 1. Based on the information provided for the market for video games‚ answer the following questions. PRICE Q DEMANDED Q SUPPLIED $50 5 9 $45 7 7 $40 9 5 $35 11 3 $30 13 1 a.) Draw and properly label the demand and supply graphs (this means you must label the axes and any lines you include on the graph). b.) What is the equilibrium price
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Econ 8069: Business Economics 2013 Tutorial week 7 reference for answers Question 1 Suppose the weekly inverse demand for a certain good is given by P = 10 - Q‚ and the weekly inverse supply of the good is given by the equation P = 1 + 0.5Q‚ where P is the price in dollars and Q is the quantity demanded and supplied per week. Suppose that each unit of consumption of this particular good generates $3 of external benefit to the society. a) Graph the private demand curve‚ the social demand curve
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MID-LIFE TRANSITION MICHAEL O. DIUNO STRAYER UNIVERSITY AUTHOR NOTES MICHAEL O. DIUNO‚ DEPARTMENT OF SOCIOLOGY‚ STRAYER UNIVERISTY THIS RESEARCH PAPER IS DEDICATED TO PROFFESOR VERA JACKSON CORRESPONDENCE CONCERNING THIS PAPER SHOULD BE ADDRESSED TO MICHAEL DIUNO‚ DEPARTMENT OF SOCIOLOGY‚ STRAYER UNIVERSITY‚ TAKOMA PARK‚ DC 20012 CONTACT: michaeldiuno@ymail.com Abstract This research paper was derived from so many magazines‚ newspapers and a few online sources. This paper
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Title : DEVISES USED TO OVERCOME THE LIMITATION OF SIGHT AND HEARING Name: Ng Chean Wy Class: 2B6 Year: 2013 Teacher’s Name: Introduction This scrapbook is about devices used to overcome the limitation of sight and hearing. There are many ways human beings can lose their sense of sight and hearing‚ such as deformity at birth‚ illness and accidents. Human beings have learnt to overcome this by a variety of ways through experience‚ religion‚ scientific discovery and medicine
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2013 JC1 December Holiday Assignment JJC 2012 H2 Mathematics Promotional Examination 1 −2 Expand ( k + y ) up to and including the term in y 2 ‚ where k is a non-zero constant. State the range of values of y for which the expansion is valid. [4] In the expansion of ( k + x + 2 x 2 ) −2 in ascending powers of x‚ the coefficient of x 2 is zero. Find the value of k. 2 The curve C has equation y = [3] 2x + a ‚ where a is a positive constant. By rewriting the equation x−3 B ‚ where A and B are
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只限閱卷員參閱 FOR MARKERS’ USE ONLY May 4‚ 2012 香港考試及評核局 HONG KONG EXAMINATIONS AND ASSESSMENT AUTHORITY 2012 年香港中學文憑考試 HONG KONG DIPLOMA OF SECONDARY EDUCATION EXAMINATION 2012 物理 香港中學文憑考試 試卷一乙 PHYSICS HKDSE PAPER 1B 本評卷參考乃考評局專為今年本科考試而編寫，供閱卷員參考 之用。閱卷員在完成閱卷工作後，若將本評卷參考提供其任教 會考班的本科同事參閱，本局不表反對，但須切記，在任何情 況下均不得容許本評卷參考落入學生手中。學生若索閱或求取 此等文件，閱卷員/教師應嚴詞拒絕，因學生極可能將評卷參 考視為標準答案，以致但知硬背死記，活剝生吞。這種落伍的 學習態度，既不符現代教育原則，亦有違考試著重理解能力與 運用技巧之旨。因此，本局籲請各閱卷員/教師通力合作，堅 守上述原則。 This marking scheme has been prepared by the Hong Kong
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2011 MID COURSE EXAMINATION Preliminary - YEAR 11 Mathematics Time allowed – Two hours (Plus 5 minutes reading time) DIRECTIONS TO CANDIDATES Attempt ALL questions. ALL questions are of equal value. All necessary working should be shown in every question. Marks may be deducted for careless or badly arranged work. Board-approved calculators may be used. Answer each question in a separate booklet. QUESTION 1 (12 Marks) Start
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