## Questions d'entretien

Entretien pour Software Development Engineer II

-Bangalore

# You are given an array of numbers. You need to print the length of the maximum continuous sequence that you encounter. For example if input is [3,8,10,1,9,6,5,7,2 ], the continuous sequences are{1,2,3} and {5,6,7,8,9,10} the latter is the longest one so the answer becomes 6. O(n) solution was asked for, assuming you have a hash map which supports O(1) insertion and fetching operations

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## Réponses aux questions d'entretien

5 réponse(s)

0

Sorting makes the time complexity as O(nlogn). An O(n) solution was asked for

Utilisateur anonyme le

0

package array; import java.util.Hashtable; /* * You are given an array of numbers. * You need to print the length of the maximum continuous sequence that you encounter. * For example if input is [3,8,10,1,9,6,5,7,2 ], * the continuous sequences are{1,2,3} and {5,6,7,8,9,10} * the latter is the longest one so the answer becomes 6. * O(n) solution was asked for, * assuming you have a hash map which supports O(1) insertion and fetching operations * src: http://www.glassdoor.com/Interview/Microsoft-India-Interview-Questions-EI_IE1651.0,9_IL.10,15_IN115_IP6.htm */ public class FindLengthOfLongestRandomlyDistContinousSequenceOfNumber { public static void main(String[] str){ int a[] = {3,6,8,1,5,7,0,9,2,4,10,14,13,12,11}; System.out.println(findLength(a)); int b[] = {5,2,3,1,6,7,10,8}; System.out.println(findLength(b)); } private static int findLength(int[] a) { int result = 0; Hashtable h = new Hashtable(); for(int i=0; i result){ result = curr.maxValue; } if(next != null){ next = h.get( curr.max); next.maxValue = curr.maxValue; h.put(a[i]+1, next); next.min = curr.min; } if(prev != null){ prev = h.get(curr.min); prev.maxValue = curr.maxValue; h.put(a[i]-1, prev); prev.max = curr.max; } h.put(a[i], curr); } } return result; } } class Node{ int maxValue; int max; int min; public Node(int v, int m, int n){ maxValue = v; max = m; min = n; } }

Utilisateur anonyme le

0

static int findlongconsecutivesubseq(int[] arr) { HashSet s= new HashSet(); int ans=0; //put all entries in hashset for(int i=0;i ans) ans=j-arr[i]; } } return ans; }

Nithya le

0

static int findlongconsecutivesubseq(int[] arr) { HashSet s= new HashSet(); int ans=0; //put all entries in hashset for(int i=0;i ans) ans=j-arr[i]; } } return ans; }

Nithya le

1

Sort the given array and remove the duplicates if any. Initialization- longest =1; temp=1; Iterate through the array and find the difference between the two adjacent array elements. { If (diff==1) temp++; else { if(temp>longest) longest=temp temp=1 } } The value of longest variable is the longest sequence.

Amol Manthalkar le

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