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INFORMATION AND TECHNOLOGY Branch Code : 016 
Data Structures Subject code : 2130702 
Presentation on 
Quick Sort and Binary Search
Data Structure 
Quick Sort and Binary Search
INDEX 
Quick Sort 
Binary Search 
Summary 
References
Quick Sort 
Graphical Representation
Quick Sort 
Quicksort Concept 
(<pivot) 
LEFT group 
(> pivot) 
RIGHT group apply Quicksort to the subgroups
Quick Sort 
Quicksort Start 
Unsorted Array
Quick Sort 
Quicksort Step 1 
26 
33 
35 
29 
19 
pivot 
12 
22
Quick Sort 
Quicksort Step 2 
26 
33 
35 
29 
19 
left 
pivot 
12 
22 
right
Quick Sort 
Quicksort Step 3 
26 
33 
35 
29 
19 
left 
pivot 
12 
22 
right
Quick Sort 
Quicksort Step 4 
26 
33 
35 
29 
19 
left 
pivot 
12 
22 
right 
26 
22 
35 
29 
19 
left 
pivot 
12 
33 
right
Quick Sort 
Quicksort Step 5 
left 
26 
22 
35 
29 
19 
left 
pivot 
12 
33 
right
Quick Sort 
Quicksort Step 6 
26 
22 
35 
29 
19 
left 
12 
33 
right 
26 
22 
12 
29 
19 
pivot 
35 
33 
left 
right 
pivot
Quick Sort 
Quicksort Step 7 
26 
22 
12 
29 
19 
left 
pivot 
35 
33 
right 
26 
22 
12 
19 
29 
left 
pivot 
35 
33 
right
Quick Sort 
Quicksort Step 8 
26 
22 
12 
19 
29 
left 
pivot 
35 
33 
right 
26 
19 
22 
12 
29 
pivot 
35 
LEFT 
RIGHT
Quick Sort 
Quicksort Step 9 
pivot 
26 
19 
22 
12 
29 
previous pivot 
35 
33 
Quicksort 
Quicksort 
pivot 
12 
19 
22 
29 
33 
35 
26 
26 
12 
19 
22 
29 
33 
35
Quick Sort 
Quicksort Efficiency
Quick Sort 
 
 
 
 
 
 
Best Case
Quick Sort 
 
 
 
Worst case
Quick Sort 
 
 
 
 
 
Worst case for quicksort
Binary Search 
Problem: Search 
 
 
 

Binary Search 
Search 
[ 0 ] [ 1 ] [ 2 ] [ 3 ] [ 4 ] [ 700 ] 
Number 506643548 
Number Number 281942902 233667136 
Number 701466868 Number 580625685 Number 155778322 … 
Number 580625685
Binary Search 
Binary Search 
 
 

Binary Search 
Binary Search 
 
 
 

Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Example 
 
[ 0 ] 
[ 1 ] 
3 
6 
7 
11 
32 
33 
53 
[ 2 ] 
[ 3 ] 
[ 4 ] 
[ 5 ] 
[ 6 ]
Binary Search 
Efficiency of binary search 
 

Binary Search 
Efficiency of binary search 
# of namesMaximum sequential searches necessaryMaximum binary searches necessary1010410010071,0001,000105,0005,0001310,00010,0001450,00050,00016100,000100,000171,000,0001,000,0002010,000,00010,000,000241,000,000,0001,000,000,00030
Binary Search
References 
 
 

Quick sort and binary search PDF

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Quick sort and binary search PDF