Given an array of integers A[1...n], compute the array B[1...n] such that B[k] is the product of all the elements of A, except A[k]. Part ii) Try to do it without division (some mobile devices don't have division). Was asked to write code for part ii.
Senior Software Engineer Interviews
Senior Software Engineer Interview Questions
"Senior software engineers are the most experienced member of a software team and usually carry the most responsibility and authority of that team. Because of this, interviews will be designed to find candidates who have expert knowledge of the field and years of experience as a software engineer. Expect to be asked tough technical questions and to give examples of previous projects that you have worked on."
67,168 senior software engineer interview questions shared by candidates
1) Given a array and a sum, find all the pairs in the array which have the given sum. 2) Given a BST you need to identify swapped nodes
Print out, from small to big, of a sequence intergers, without sorting.
Given a 1TB file of serialized 4 byte integers, and 2GB of ram, sort the integers into a resulting 1TB file. My interviewer was very collaborative in entertaining various solution ideas until we came up with a combo that would work performantly and reduce the number of passes over the 1TB file and intermediate files.
After Round 2 I Asked Interviewer How he would Solution for Above mentioned Q1 & Q2 questions of the Round 2 Technical Interview. Very Smartly Interviewer Did not take any effort to answer and also told me find it out by myself :)
Convert a string to an integer
Given a series of words written using a scrambled alphabet, figure out what order the letters of the alphabet are in.
1) If Child class has parameterized constructor and parent class has default constructor . will it work
A list with a set of integers. All elements appear even number of times while one appear odd number of times. Find this number that appear odd number of times
Considering a 2-dimension matrix that can only be traversed by 1 adjacent position at a time and never diagonally. Create an algorithm to traverse that matrix from its upper-left corner to its lower-right corner using the shorter possible path in the most efficient way.
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