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Computer Science Archive: Questions from November 17, 2022

• I need help to get a backlog of 76 issues, the development of the BackEnd developed in Python under Fast Api and FrontEnd in React on xpress, the first task is to solve the issues and then see how we
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  - Crea un modelo conceptual de datos para una empresa en base a los siguientes requerimientos. Puedes utilizer la herramienta Navicat, EdrawMax o alguna otra que te permita crear modelos de datos conc
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  Consider the following recursive function: What is the output of the following statements? \( (4,6) \) 3. rectun \( (190,39) \); D. IecFun \( (75,26) \); c \( \operatorname{recrun}(13,96) \); d. \( \o
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• Buenos dias alguien podria explicarme que son las tablas Hash en Java y como funcionan por favor?
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  In adding the two 5-bit two's complement numbers. 10 and 7 , that is, in calculating their sum \( (10+7) \) implemented in binary using full adders, the following b-dimensional vector of carty bits is
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• Write the following code segment in MARIE’s assembly language: If x < y then y = y + 1 else if x != z then y = y + else z = z + 1
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• Write the following code segment in MARIE’s assembly language: If x < y then y = y + 1 else if x != z then y = y + else z = z + 1
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• This is a Binary Bomb. Please help me defuse phase 3 using gdb. Please explain your answer.
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• desarrolle un codigo c++ de el funcionamiento de las ventanas de un coche
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• 2. Design and build a modular Python program that creates a list in the main function with the names of the months: ["January", "February", "March", "April", "May", "June", "July", "August", "Septembe
  2. Diseñe y construya un programa modular en Python que cree una lista en la función principal (main) con los nombres de los meses: meses = ["Enero", "Febrero", "Marzo", "Abril", "Mayo", "Junio", "J
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• 3. In mathematics, the Fibonacci sequence or series (it really is a sequence) begins with the numbers 0 and 1, and from these, each term is the sum of the previous two: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34
  En matemáticas, la sucesión o serie de Fibonacci (realmente es una sucesión) comienza con los números 0 y 1 , y a partir de éstos, cada término es la suma de los dos anteriores: \( 0,1,1,2,3,5,8
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