Chapter 4 MARKET AND DEMAND ANALYSIS 1. We have to estimate the parameters a and b in the linear relationship Yt = a + bT Using the least squares method. According to the least squares method the parameters are: ∑ T Y – n T Y b = ∑ T 2 – n T 2 a = Y – bT The parameters are calculated below: Calculation in the Least Squares Method T Y TY T 2 1 2‚000 2‚000 1 2 2‚200 4‚400 4 3 2‚100 6‚300 9 4 2‚300 9‚200 16 5 2‚500 12‚500 25 6 3‚200 19‚200 36 7 3‚600 25
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ANNEXTURE Questionnaire Dear respondent‚ I m a student of “Bhagwan mahavir college of business administration‚ surat” conducting a survey for my project preparation‚ as the requirement of partial fulfilment of subject project in third year(semester-VI) BBA in surat city of a study on “A COMPARATIVE STUDY ON BRITANNIA AND PARLE COMPANY IN SURAT CITY (A SURVEY ON BISCUIT )” I assure that the information given by you are strictly used for academic purpose only. I request you to help me in gathering
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QUANTIFYING THE RELATIONSHIP BETWEEN CORRUPTION IN EDUCATION AND ECONOMIC DEVELOPMENT IN THE EASTERN EUROPE AND EURASIA REGION: AN EXPLORATORY LITERATURE REVIEW MAY 2007 This report was produced for review by the Social Transition Team‚ Office of Democracy‚ Governance and Social Transition of the United States Agency for International Development (USAID/E&E/DGST). It was prepared under the SOCIAL Task Order of the Advancing Basic Education (ABE-BE) IQC by the University of Pittsburgh
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REAL TIME VEHICLE LOCKING AND TRACKING SYSTEM USING GSM AND GPS TECHNOLOGY-AN ANTI-THEFT SYSTEM----- IEEE – 2011 ABSTRACT This project deals with the design & development of a theft control system for an automobile‚ which is being used to prevent/control the theft of a vehicle. The developed system makes use of an embedded system based on Global System for Mobile communication (GSM) technology. The designed & developed system is installed in the vehicle. An interfacing mobile is also connected
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Sinhgad Institute of Management A Research Proposal On CSR ACTIVITIES Under guidance of Prof. Asita Ghewari Submitted by 1) Pooja Patil 2) Rushikesh Pathade 3) Nikhil Karambali 4) Anish Naik Type of research – Descriptive Research (Qualitative Data + Quantitative Data) Secondary Data Population- Listed Companies Sample Size – 50 Sampling Design – Convenience Introduction- Corporate Social Responsibility
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wheelchair uses ingenious mechanism to climb by making two arms move along a trajectory similar to that of a foot. This includes complex mechanism driven by motor. This mechanism is simplified by Supratim Naskar in his B. Tech. project at IIST in 2011. The aim of our project is to make a detailed design of this simplified mechanism of staircase climbing wheelchair and fabrication of its parts. This includes fabrication of different parts of mechanism which would be done in
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…………………………………………….... 4 Justification …………………………………………… 4 Scope …………………………………………… 5 Risks and Mitigation ……………………………………………… 5 Budget ……………………………………………… 5 Expected Duration …………………………………………… 6 References ……………………………………………… 6 Project Name: Online Railway Reservations Background Information The railway corporation has its headquarters at the county’s capital and has a number of branches in strategic cities all over the country. For this reason‚ the main centre accountable for matters
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PROJECT REPORT ON “CUSTOMER RELATIONSHIP MANAGEMENT WITH RELIGARE SECURITIES LTD” BY Gurvinder Singh Religare Securities Limited Summer Internship Project (Batch 2009-2011) PROJECT ON “CUSTOMER RELATIONSHIP MANAGEMENT WITH RELIGARE SECURITIES LTD” COMPANY GUIDE FACULTY GUIDE Mr. Balwinder
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GOVERNMENT ENINEERNING COLLEGE AJMER‚ RAJASTHAN SESSION: 2011-2014 CERTIFICATE This is to certify that the project work entitled INTRUSION DETECTION SYSTEM being submitted by BIJENDRA SINGH As partial fulfillment of the requirement for award of the MCA. By RTU‚ KOTA is an authentic work carried out under my supervision at GOVERNMENT ENGINEERING COLLEGE‚ AJMER. This Project Report has not been submitted earlier for this award of any other degree/diploma.
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M.Sc Physics Syllabus IVth Semester-General Papers Course 4.1 Classical Electrodynamics. Unit –I Introduction to Electrostatics : Laws of electrostatics in vector notation coulomb’s law‚ Gauss’s law in integral and differential forms. Scalar potential. Surface distribution of charges and dipoles and discontinuity in the field and potential. Poisson’s and Laplace’s equations. Boundary conditions and uniquencess theorem. Potential energy and energy density of electrostatic field. Method
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