Below is an algorithm applied on an array a containing n elements. for (i = 0,...
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Below is an algorithm applied on an array a containing n elements. for (i = 0, length = 1; i <n-1; i++) { for (il = 12 = if (length < 12 11 + 1) length = 12 il + 1; } return length; k = i; k < n-1 && a[k] <a [k+1]; k++, 12++); - a) What this algorithm is doing? What is the result returned ? b) Give the time complexity of this algorithm using the big-O notation, both worst case and best case. Give the simplest possible expression inside your big-O. c) Give an example of array that will produce the best case and the worst case. Below is an algorithm applied on an array a containing n elements. for (i = 0, length = 1; i <n-1; i++) { for (il = 12 = if (length < 12 11 + 1) length = 12 il + 1; } return length; k = i; k < n-1 && a[k] <a [k+1]; k++, 12++); - a) What this algorithm is doing? What is the result returned ? b) Give the time complexity of this algorithm using the big-O notation, both worst case and best case. Give the simplest possible expression inside your big-O. c) Give an example of array that will produce the best case and the worst case.
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Related Book For
Introduction to Algorithms
ISBN: 978-0262033848
3rd edition
Authors: Thomas H. Cormen, Charles E. Leiserson, Ronald L. Rivest
Posted Date:
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