Interview Questions Answers.ORG
Interviewer And Interviewee Guide
Interviews
Quizzes
Home
Quizzes
Interviews Coding/Programming Interviews:Active Template Library (ATL)ActiveXApplication DeveloperArtificial intelligenceAssemblyAssociate Software EngineerAWKAWTC ProgrammingC++ ProgrammingCGI PerlCGI ProgrammingCMMICobolCritical ReasoningData Structures TreesDCOM COMDelphiDTDE4XExtensible Stylesheet Language (XSL)FortranFull-Stack DeveloperHaskellHTML DOMILUIPhone DeveloperJasper Reports DeveloperJava DeveloperLisp ProgrammingLotus NotesMicrosoft Foundation Class (MFC)Mobile DeveloperMVC DeveloperNode.jsOOPPascalPerl ProgrammingPHPPHP DeveloperProgrammingProgramming AlgorithmsProgramming ConceptsPythonRubyRuby on RailsRuby on Rails DeveloperSenior Front End DeveloperSenior Software DeveloperSignature ProgramSOASocket ProgrammingSoftware Development EngineerSoftware engineeringSr. PHP ProgrammerStack And QueueSTLSwift DeveloperTCL (Tool Command Language)Team Leader Android DeveloperUMLUnity 2D Games DeveloperUnity 3D DeveloperUnity DeveloperVBA (Visual Basic for Applications)Visual Basic (VB)Visual C++Web DevelopmentWin32APIWindows ProgramingWordPress DevelopmentWSDLXFormsXHTMLXLinkXMLXPathXQueryXSL-FOXSLT
Copyright © 2018. All Rights Reserved
Data Structures Trees Interview Question:
Explain red-black trees?
Submitted by: AdministratorA red-black tree is a type of self-balancing binary search tree.
In red-black trees, the leaf nodes are not relevant and do not contain data.
Red-black trees, like all binary search trees, allow efficient in-order traversal of elements.
Each node has a color attribute, the value of which is either red or black.
Characteristics:
The root and leaves are black
Both children of every red node are black.
Every simple path from a node to a descendant leaf contains the same number of black nodes, either counting or not counting the null black nodes
Submitted by: Administrator
In red-black trees, the leaf nodes are not relevant and do not contain data.
Red-black trees, like all binary search trees, allow efficient in-order traversal of elements.
Each node has a color attribute, the value of which is either red or black.
Characteristics:
The root and leaves are black
Both children of every red node are black.
Every simple path from a node to a descendant leaf contains the same number of black nodes, either counting or not counting the null black nodes
Submitted by: Administrator
Copyright 2007-2024 by Interview Questions Answers .ORG All Rights Reserved.
https://InterviewQuestionsAnswers.ORG.
https://InterviewQuestionsAnswers.ORG.