Let K be the element to search, L(s) =s+ 1 be the running time of Linear Search and let B(s) = 35 + 2 be the running time of Binary Search, where l is the number of iterations. (a) Determine which is faster and explain briefly if K is the last element. (b) What is the value of L(s) and B(s) if n=15. Note: sis the number of loops while nis the number of elemets.

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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1. Let K be the element to search, L(s) =s+ 1 be the running time of
Linear Search and let B(s) = 35 + 2 be the running time of Binary
Search, where lis the number of iterations.
(a) Determine which is faster and explain briefly if K is the last
element.
What is the value of L(s) and B(s) if n=15. Note: sis the number
of loops while n is the number of elemets.
Transcribed Image Text:1. Let K be the element to search, L(s) =s+ 1 be the running time of Linear Search and let B(s) = 35 + 2 be the running time of Binary Search, where lis the number of iterations. (a) Determine which is faster and explain briefly if K is the last element. What is the value of L(s) and B(s) if n=15. Note: sis the number of loops while n is the number of elemets.
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