Write a client that performs a doubling test for sort algorithms. Start at N equal to 1000, and print N, the predicted number of seconds, the actual number of seconds, and the ratio as N doubles. Use your program to validate that insertion sort and selection sort are quadratic for random inputs, and formulate and test a hypothesis for shellsort.
Write a client that performs a doubling test for sort algorithms. Start at N equal to 1000, and print N, the predicted number of seconds, the actual number of seconds, and the ratio as N doubles. Use your program to validate that insertion sort and selection sort are quadratic for random inputs, and formulate and test a hypothesis for shellsort.
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Write a client that performs a doubling test for sort algorithms.
Start at N equal to 1000, and print N, the predicted number of seconds, the actual number of seconds, and the ratio as N doubles. Use your program to validate that insertion
sort and selection sort are quadratic for random inputs, and formulate and test a hypothesis for shellsort.
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Step 1: Introduction
VIEWStep 2: First, let's implement the three sorting algorithms:
VIEWStep 3: Create a function run_sorting_test to measure the running time of each algorithm
VIEWStep 4: Implement the doubling_test function that performs the doubling test for a given sorting algorithm
VIEWStep 5: Use the doubling_test function to test the insertion sort, selection sort, and Shell sort algorithms
VIEWStep 6: Full Code
VIEWStep 7: OUTPUT
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