Select The Code Snippet For Jump Search #504
Select the code snippet for Jump Search.
This multiple choice question (MCQ) is related to the book/course
gs gs122 Data Communication and Computer Network.
It can also be found in
gs gs122 Searching - Fibonacci Search - Quiz No.1.
Select the code snippet for Jump Search.
public int jumpSearch(int arr[], int key) { int size = arr.length; int step = floor(sqrt(size)); int prev = 0; while (arr[(step > size ? step : size)] < key) { prev = step; step += floor(sqrt(size)); if (step >= size) { return -1; } } while (arr[prev] < key) { prev++; if (prev == (step < size ? step : size)) { return -1; } } if (arr[prev] == key) { return prev; } return -1; } public int jumpSearch(int arr[], int key) { int size = arr.length; int step = floor(sqrt(size)); int prev = 0; while (arr[(step < size ? step : size)] < key) { prev = step; step += floor(sqrt(size)); if (step >= size) { return -1; } } while (arr[prev] < key) { prev++; if (prev == (step < size ? step : size)) { return -1; } } if (arr[prev] == key) { return prev; } return -1; } public int jumpSearch(int arr[], int key) { int size = arr.length; int step = floor(sqrt(size)); int prev = 0; while (arr[(step > size ? step : size)] < key) { prev = step; step += floor(sqrt(size)); if (step >= size) { return -1; } } while (arr[prev] > key) { prev++; if (prev == (step < size ? step : size)) { return -1; } } if (arr[prev] == key) { return prev; } return -1; } public int jumpSearch(int arr[], int key) { int size = arr.length; int step = floor(sqrt(size)); int prev = 0; while (arr[(step > size ? step : size)] < key) { prev = step; step += floor(sqrt(size)); if (step <= size) { return -1; } } while (arr[prev] > key) { prev++; if (prev == (step < size ? step : size)) { return -1; } } if (arr[prev] == key) { return prev; } return -1; }Similar question(s) are as followings:
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