DE09 DIGITALS ELECTRONICS TYPICAL QUESTIONS & ANSWERS PART - I OBJECTIVE TYPE QUESTIONS Each Question carries 2 marks. Choose correct or the best alternative in the following: Q.1 The NAND gate output will be low if the two inputs are (A) 00 (B) 01 (C) 10 (D) 11 Ans: D The NAND gate output will be low if the two inputs are 11 (The Truth Table of NAND gate is shown in Table.1.1) X(Input) Y(Input) F(Output) 0 0 1 0 1 1 1 0 1 1 1 0 Table 1.1 Truth Table for NAND Gate Q.2 What is the binary
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The Evolving Network Model EIGRP OSPF IS-IS Optimizing Routing CCNP BSCI Quick Reference Sheets Exam 642-901 BGP IP Multicast IPv6 Introduction Brent Stewart Denise Donohue ciscopress.com [2] ABOUT THE AUTHORS CCNP BSCI Quick Reference Sheets About the Authors Brent Stewart, CCNP, CCDP, MCSE, Certified Cisco Systems Instructor, is a network administrator for CommScope. He participated in the development of BSCI, and has seperately developed training material for ICND, BSCI
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Assignment front sheet | Learner name | ------------------------------------------------- Assessor name | Linn Thiri Aung | Mr. George Tun | Date issued | Completion date | Submitted on | .8.2014 | 22.12.2014 | 22.12.2014 | Qualification | Unit number and title | Edexcel BTEC Level 4 HNC Diploma in Business | Unit 4 Personal and Professional Development L/601/0943 | A | | Assignment title | Personal and Professional Development | In this assessment you will have opportunities to provide
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700+ GMAT Problem Solving Probability and Combinations Questions With Explanations Collected by Bunuel Solutions by Bunuel gmatclub.com 1. Mary and Joe are to throw three dice each. The score is the sum of points on all three dice. If Mary scores 10 in her attempt what is the probability that Joe will outscore Mary in his? A. 24/64 B. 32/64 C. 36/64 D. 40/64 E. 42/64 Expected value of a roll of one dice is 1/6(1+2+3+4+5+6)=3.5. Expected value of three dices is 3*3.5=10.5. Mary scored
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MONETARY REWARDS [pic] EMPLOYEE MONETARY REWARDS Monetary rewards are given for a variety of reasons. Some examples are meeting sales goals, achieving quality, outstanding performance in a given situation, or delivering a special project. Typical rewards are money in a form of a bonus, trips paid for by the company, gifts from a rewards catalog, or services such as cell phone or paid cable. TYPES OF REWARDS Selecting the appropriate rewards is vital to any programs success. The goal
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GRE MATH FORMULAE Mixtures first.... 1. when you mix different quantities (say n1 and n2) of A and B, with different strengths or values v1 and v2 then their mean value vm after mixing will be: Vm*(n1 + n2) = (v1.n1 + v2.n2) you can use this to find the final price of say two types of rice being mixed or final strength of acids of different concentration being mixed etc.... the ratio in which they have to be mixed in order to get a mean value of vm can be given as: n1/n2 = (v2
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Chapter 1: Introduction to Zoology Concept of Science • Frings and Frings - defined science as an organized body of knowledge that is gained and verified by exact observation and experimentation and organized by logical thinking. • Schafersman - defined science as a method of discovering reliable knowledge about nature. • Science is factual. • Science is not merely compiled. • Science is a way of asking questions about the natural world. • Guided by natural laws (physical & chemical).
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Database Modeling and Design: Logical Design 4th Edition Toby Teorey, Sam Lightstone, Tom Nadeau Lecture Notes Contents I. Introduction ................................................................………...……2 Relational database life cycle 3 Characteristics of a good database design process 6 II. The Entity-Relationship (ER) Model …………...……………….7 Basic ER concepts 7 Ternary relationships 11 III. The Unified Modeling Language (UML)………...…………….13 Class
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International Journal of Database Management Systems ( IJDMS ), Vol.3, No.1, February 2011 RDBNorma: - A semi-automated tool for relational database schema normalization up to third normal form. Y. V. Dongare1, P. S. Dhabe2 and S. V. Deshmukh3 1 Department of Computer Engg., Vishwakarma Institute of Info.Technology, Pune, India 2 yashwant_dongre@yahoo.com Department of Computer Engg., Vishwakarma Institute of Technology, Pune, India dhabeps@gmail.com supriya_vd2005@yahoo.com 3
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STATEMENT OF PROBLEM: The problem of stores control has existed for too long. This problem is still with us to date and is a universal rather than a peculiar problem. Thus, it is not limited to a single organization but all business. It is not only limited to the private sector with its background motive of profit maximization but also to the public organizations. Many business organizations the world over have not give stock control the prominence it deserves in spite of its varied importance
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