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(Solved): (a) Design a variant "binary" search algorithm which splits the set not into 2 sets of equal sizes ( ...



(a) Design a variant "binary" search algorithm which splits the set not into 2 sets of equal
sizes (½ and ½), but into 2 sets of sizes one third (1/3) and two thirds (2/3).


(b) How does this algorithm compare with the original binary search in both the best case
and the worst case?

 

3. (25 points)
(a) Design a variant binary search algorithm which splits the set not into 2 sets of equal sizes \( (1 / 2 \

3. (25 points) (a) Design a variant "binary" search algorithm which splits the set not into 2 sets of equal sizes \( (1 / 2 \) and \( 1 / 2) \), but into 2 sets of sizes one third \( (1 / 3) \) and two thirds \( (2 / 3) \). (b) How does this algorithm compare with the original binary search in both the best case and the worst case?


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Answer : - (a) Design a variant "binary" search algorithm which splits the set not into 2 sets of equal sizes (½ and ½), but into 2 sets of sizes one
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