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Binary search complexity of linear search is ocn linear d antb. I 234 6 9 11 12 13 is 16 18 19 20 22 27 28 29 31 r procedure binary searchcxinteger a az an increasing order ofintegers. X 29 i 1 astart j n mend while i lj a f f. I n i j while i lj n lcitj12j vindex of middle element if anlx. Hgoing right i met n lcitjx2 if anlx i mtl else if an x. K if x am location _n else return location location. 1 j m location _i location 1 if ai x else return location. Bubble insertion selection mergeheap quick radix bucket procedure bubblesort a ari ian real numbers. I to n i if aj aj then exchange aj and aj 11. I 2 3 45 tothe basically moveslargest endeach runthrough so largestsend nextlargest end nextnextlargest end untilsorted.

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