Which are true of algorithms (in the strict sense of the term)i Multiple answers: Multiple answers are accepted for this questionSelect one or more answers and submit. For keyboard navigation... SHOW MORE ✓abAlgorithm RequirementsHomework. Unanswered Due Today, 11:59 PMсdeThere must be at least one inputThere must be at least one outputThe algorithm should halt after a finite number of stepsEach step should be clear and unambiguousThe result should be correct in all casesOpen

Option b) is correct there must be at least one output. Because if there is no output means we…

Which are true of algorithms (in the strict sense of the term) Multiple answers: Multiple answers are accepted for this question Select one or more answers and submit. For keyboard navigation... SHOW MORE ✓ a b There must be at least one input There must be at least one output

Which are true of algorithms (in the strict sense of the term) Multiple answers: Multiple answers are accepted for this question Select one or more answers and submit. For keyboard navigation... SHOW MORE ✓ a b There must be at least one input There must be at least one output

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Please assist me with these questions. Devise an algorithm to receive a positive number, n, and output all prime numbers that are smaller than n and have the digit 5. For example, if n is 100, the program should output 5, 53 and 59. Your solution should have a main algorithm and two sub-algorithms, let's call them prime(num) and has5(num). Trace your algorithm and sub-sub-algorithm for the input 15. You should provide pre- and post-conditions for all your 3 (sub)algorithms. I also need help with creating JavaScript code for the flowchart provided below. Note: You will have to implement several functions that require multiple inputs (e.g., 12, 2, -3, 6, -11, -3, 1, -1). In these cases, accept as input a comma-delimited string (i.e., "12,2,-3,6,-11,-3,1,-1"). Then, break the comma-delimited string into a series of integers for processing with your algorithm. Thank you
5. Characteristics of a good algorithm include (a) Input (c) Definiteness blanks: (b) Output (d) All of these
The graphic algorithm representation is the ... Select one: O a. Problem description Ob. Pseudo code c. Flow chart d. Criteria sheet O
Choose the appropriate task of the following algorithm. 1. input I,w 2. p-2x(I+w) 3. output p Select one: O a. Perimeter of a circle O b. Perimeter of a square. O C. Area of a rectangle with length I and width w. O d. Perimeter of a rectangle.
Write a detailed algorithm for making a peanut butter and jelly sandwich(or some other everyday activity). You should assume that you are talkingto someone who is conceptually able to do the task, but has never actuallydone it before. For example, you might be telling a young child.
DO NOT USE AI! AI WILL NOT PASS THE TEST! Part I: Define a “word” as a maximal length sequence of alphanumerics. For example, in the line Hello, there! How are you? I am fine; how are you? My number is DE4-3656. the words are “hello”, “there”, “How”, “are”, “you”, “I” “am”, “fine”, “how”, “are”, “you”, “My”, “number”, “is”, “DE4”, and “3646”. Write a C program that reads lines from a file (you may assume it’s a text file) or files named on the command line, breaks them into words, stores the words in order (that is, ASCII order), and counts the number of times each word appears. Do not make any assumptions about the number of lines or words; but you may assume no word is over 256 characters long. When this is done, print the words and counts, as follows. This example is from the line above: 3646 (1) DE4 (1) Hello (1) How (1) I (1) My (1) am (1) are (2) fine (1) how (1) is (1) number (1) there (1) you (2) Call your file wordsort1.c. Hint: This is easiest done using a linked…
Find the quotient machine of the following DFA. Please use a different marker for each iteration of the algorithm.
Design an algorithm using pseudocode that inputs three numbers. The algorithm must determine and then display the middle value – that is the number which is neither the smallest nor the largest. Check to see that your algorithm works for numbers where one or more of the values is repeated. Be certain your algorithm works for negative values. Determine if it is possible to extend the algorithm to finding the middle value of five numbers. Try to build an algorithm that does not just exhaustively test for all possibilities. That is the “brute force” algorithm and better solutions can be created.