BE01106 - BUSINESS STATISTICS ASSIGNMENT – PART I SEMESTER 2‚ 2014 _________________________________________________________________________ The complete BEO1106 assignment (all three parts) accounts for 20% of the overall assessment in the unit. This first part of the BEO1106 assignment is to be completed in your own time and must be submitted for correction in the tutorial of week 6. No time extensions will be granted although special consideration applications may be accepted from students
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SYLLABUS FOR BACHELOR OF COMPUTER APPLICATIONS - SIMULTANEOUS ENTRY (BCA- SE) FIRST YEAR BCA 06 Introduction to Database Management System Block 1 : DBMS concepts : Introduction – Basics of Database – Three views of Data – Three level architecture of DBMS – Facilities – Elements of DBMS – Advantages and disadvantages – Database Models : File Management system and its drawbacks – Database Models : E-R Model‚ Hierarchical Model‚ Network Model‚ Relational Model. Block 2 : File Organization
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CONTENTS : INTRODUCTION... 02 PRINCIPLE OF CIM... 03 COMPONENTS OF CIM... 04 OPERATING PROCESS... 07 FIELDS OF APPLICATION... 13 BENEFITS... 15 CHALLENGES... 17 CONCLUSION... 19 REFERENCES... 20 INTRODUCTION : Computer Integrated Manufacturing
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2012 8:30 am – 9:45 am 4. 5. 6. Attempts ALL questions in this paper. Write your answer in the spaces provided in this Question-Answer Book. Unless otherwise specified‚ all working must be clearly shown. Unless otherwise specified‚ numerical answers should either be exact or correct to 3 significant figures. The diagrams in this paper are not necessarily drawn to scale. - P.1 - 7 8 6 8 7 3. 9 5 This paper consists of TWO sections‚ A and B. Section
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TCS-302 TCS-303 TEC-301 TCS-304 THU-301 PRACTICAL: PCS-302 PCS-303 PEC-350 PCS-304 PD III /GP III TOTAL Semester-IV Subject Code Discrete Structures Computer Based Numerical & Statistical Techniques Data Structures Digital Electronics & Design Aspect Object Oriented Programming Engineering Economics & Costing Computer Based Numerical & Statistical Techniques Lab Data Structure Lab Digital Electronics Object oriented programming using Java/ C++ Personality Development/ General Proficiency Subject
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13. Program to accept a number and print mathematical table of the given no. 14. Program to print 1 to 10 mathematical tables . 15. Program to print fibonacci series . 16. Program to print numeric pyramid 17. Program to print numerical pyramid. 18. Program to print numerical diamond. 19. Program to print character pyramid. 20. Program to print character diamond. 21. Program to find biggest of two no by using ternary numbers 22. Program to find biggest of four no by using ternary numbers 23. Program
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series of algorithms with fewer steps‚ but its accuracy depends on the number of times it is applied (also known as iterative methods). For large systems they may be a lot faster than direct methods. We will expand on two important methods to find numerical solutions to linear systems of equations. There will be an introduction to each method‚ besides detailed explanations on each of them. Normally each process is long‚ so they are ideal for programming. Keywords Iterative‚ algorithm‚ linear
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codification [Type the company address] [Type the phone number] [Type the fax number] 3/15/2013 [Type the author name] MLM assignment CODIFICATION 1. It is one of the functions of stores management. Codification is a process of representing each item by a number‚ the digit of which indicates the group‚ the sub group‚ the type and the dimension of the item. 2. Codification in an industry is the systematic concise representation of equipment‚ raw materials‚ tools‚ spares‚ supplies etc
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Gaertner and J. Polcher‚ “Internal variability of regional climate models.‚” Springer‚ vol. 17‚ pp. 875–887‚ 2000. [16] J. D. Neelin‚ Climate change and climate modelling. New York: Cambridge University Press‚ first ed.‚ 2011. [17] T. T. Warner‚ Numerical weather and climate prediction. New York: Cambridge University Press‚ first ed.‚ 2011. [18] F. Giorgi‚ “Regcm4: Model description and preliminary tests over multiple cordex domains.” summitted‚ April 2011. [19] A. Arakawa and V. R. Lamb‚ “Computational
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accurately obtained by solving another two IVPs. To illustrate the effectiveness of our method‚ we compare our numerical results with those obtained by previous methods under various instances of the Falkner-Skan equation. Keywords: Nonlinear boundary value problems; Semi-infinite intervals; Newton’s method; Shooting; Free boundary formulation. 1 Introduction Finding the numerical solution of nonlinear BVPs on infinite intervals is one of the problems attracting many scientists. The nonlinear
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