Q1.(a) What is linear programming problem? (b) A toy company manufactures two types of dolls‚ a basic version doll-A and a deluxe version doll-B. Each doll of type B takes twice as long to produce as one of type A‚ and the company would have time to make maximum of 1000 per day. The supply of plastic is sufficient to produce 1000 dolls per day (both A & B combined). The deluxe version requires a fancy dress for which there are only 500 per day available. If the company makes a profit of Rs 3.00
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PT1420 - Unit 2 Homework and Lab Assignment Unit 2 Assignment 1: Homework (material from Chapter 2of your text book) 1.) What is pseudocode? An informal language used to develop a programs design 2.) Computer programs typically perform what 3 steps. Input‚ Processing‚ and Output 3.) What 2 things must you normally specify in a variable declaration. Variable name and data type 4.) Write assignment statements that perform the following operations with the variables a‚ b‚ and c: a. Adds 2 to a and
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List Of Assembly Programs 1.Write a program to read a character from the keyboard and display at the beginning of the next line. Page: 69(Done) 2.Write a program to (a) display a “?” (b) read two decimal digits whose sum less than 10 (c) display them and their sum on the next line. Page: 80 3.Write a program to (a) prompt the user‚ (b) read first‚ middle‚ and last initials of a person’s name‚ and display them down the left margin. Page: 80 4.Write a program to display a message. Page:
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Pramuka Ehagama CSCi 372 Assignment 01 1. What are the different Language Evaluation Criteria? A language evaluation criterion is broadly used to measure how usable a programming language is. This includes four main criteria and many characteristics alongside. Readability: defines the ease of understandability of a programming language. Include many factors such as below. * Simplicity – strongly affects readability. A language with few basic constructs is much easier to learn. Feature
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Assignment 4 (Chapter 6) (EOP CSC 1100 (Section 3 and 5)) Modularity Using Functions Question 1: (Practice) a. Write a function named check() that has three parameters. The first parameter should accept an integer number‚ and the second and third parameters should accept a double precision number. The function body should just display the values of data passed to the function when it’s called. b. Include the function written in Exercise 2a in a working program. Make sure your function is
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Backtracking is a general algorithm for finding all (or some) solutions to some computational problem‚ that incrementally builds candidates to the solutions‚ and abandons each partial candidate c ("backtracks") as soon as it determines that c cannot possibly be completed to a valid solution Recursive Backtracking: an implicit solution tree is built‚ but when it becomes apparent that the current path cannot lead to the desired solution‚ rather than return to the root node‚ the latest alteration
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GLOBAL CODE ALGORITHM Get the data point from the STL file. These points are saved in form of Matrices. For Example‚ the Vertex matrix is saved a 3-dimensional matrix‚ having 3 vertices for each face‚ and each vertex have three coordinates. So the size of the matrix V will be D1x3x3‚ where D1 is the number of faces. In order to simplify mesh‚ we have used the method where we combine the two vertices of the face if they are less than a threshold value‚ say t= 1.1 units. For a particular face Fn
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(MCDS) can be reduced to each other. Unfortunately‚ finding a MCDS (and hence minimum number of forwarding nodes) was proven to be NP hard even when the whole network topology is known [1]‚ [2]. A desired objective of many efficient broadcast algorithms is to reduce the total number of transmissions to
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elections‚ Secure multiparty‚ Communication‚ Digital Cash. Unit III: Crypto Graphic Algorithms (Block Cipher): RC2‚ GOST‚ CAST‚ BLOW FISH‚ SAFEER‚ RC5‚ NEWDES‚ CRAB‚ Theory of Block Cipher design. Unit IV: Key Management: Key lengths‚ Generating Keys‚ Transferring‚ Verification‚ Updating‚ Storing‚ Backup‚ Compromised‚ Lifetime of‚ Destroying Keys‚ Public key Management. Unit V: Digital Signature Algorithms: Digital Signature‚ DSA‚ DSA variants‚ Gost‚ Discrete Lagorithm‚ One – Schnorr
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T H O M A S H. C O R M E N C H A R L E S E. L E I S E R S O N R O N A L D L. R I V E S T C L I F F O R D STEIN INTRODUCTION TO ALGORITHMS T H I R D E D I T I O N Introduction to Algorithms Third Edition Thomas H. Cormen Charles E. Leiserson Ronald L. Rivest Clifford Stein Introduction to Algorithms Third Edition The MIT Press Cambridge‚ Massachusetts London‚ England c 2009 Massachusetts Institute of Technology All rights reserved. No part of this book may be reproduced
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