CIRCULAR QUEUE – INSERTION STEP 1: IF FRONT==0 AND REAR = MAX-1, THEN WRITE “OVERFLOW” ELSE IF FRONT ==-1 AND REAR ==-1, THEN SET FRONT = REAR = 0 ELSE IF REAR == MAX-1 AND FRONT !=0, THEN SET REAR = 0 ELSE SET REAR = REAR +1 [END OF IF]
CIRCULAR QUEUE – DELETION STEP 1: IF FRONT = -1, THEN WRITE “UNDERFLOW”, SET VAL = -1 [END OF IF] STEP 2: SET VAL = QUEUE[FRONT] STEP 3: IF FRONT == REAR, THEN SET FRONT = REAR = -1 ELSE
STPE 2: SET QUEUE[REAR] = NEW_DATA
IF FRONT = MAX -1,
STEP 3: EXIT
THEN SET FRONT =0 ELSE SET FRONT = FRONT + 1 [END OF IF] [END OF IF]
0
1
0
1
3
2
3
2
0
1
0
1
3
2
3
2
0
1
0
1
3
2
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2
UNIT - V SORTING BUBBLE SORT - ALGORITHM STEP 1: START STEP 2: REPEAT FOR I =0 TO N-1 STEP 3: REPEAT FOR J=0 TO N-1 STEP 4: IF ARR[ J ] > ARR[ J+1 ] THEN 4.1 TEMP= ARR[ J ] 4.2 ARR[ J ] = ARR[ J+1 ] 4.3 ARR[ J+1 ]=TEMP [ END OF IF ] 3.1 [ END OF INNER LOOP J ] 2.1 [ END OF OUTER LOOP ] STEP 5: EXIT
0
1
2
I = 0; J / ARR[ J ]
0
J+1/ ARR[ J + 1 ]
1
Condition
2
If true, Swap
3
Sorted Array
4
I = 1; J / ARR[ J ]
0
J+1/ ARR[ J + 1 ]
1
Condition
2
If true, Swap
3
Sorted Array
4
3
4
I = 2; J / ARR[ J ]
0
J+1/ ARR[ J + 1 ]
Condition
1
2
If true, Swap
3
Sorted Array
4
I = 3; J / ARR[ J ]
0
J+1/ ARR[ J + 1 ]
Condition
1
2
If true, Swap
3
Sorted Array
4
I = 4; J / ARR[ J ]
0
J+1/ ARR[ J + 1 ]
1
Condition
2
If true, Swap
3
Sorted Array
4
INSERTION SORT - ALGORITHM STEP 1: START STEP 2: REPEAT FOR I = 1 TO N STEP 3: SET TEMP = ARR[ I ] STEP 4: SET J = I - 1 STEP 5: REPEAT WHILE TEMP <= ARR[ J ] THEN 5.1 SET ARR[ J + 1 ] = ARR[ J ] 5.2 SET J = J - 1 [ END OF INNER LOOP J ] STEP 6: SET ARR[ J + 1 ] = TEMP [ END OF OUTER LOOP ] STEP 7: EXIT I = 1; I / ARR[ I ] / TEMP
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... AND FILE STRUCTURES LAB. Time :1 hour Maximum Marks : 50. Note : (i) Answer the following question. (ii) Rest 10 Marks are for Viva - Voce. 1. Write a Program in 'C' Language for the implementation of Bubble Sort. 40. BCSL-033 - Set - 4 1. Page 1
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A data structure where elements can be added or removed at either end but not in the middle: (a) Stack. (b) Queue. (c) Linked list, (d) Deque. 5. Which of the following is a two-way list: (a) Singly linked list. (b) Circular list. (c) Linked list wit
Alas, this analysis completely breaks down in the case of line segments, as Lemma 3.1 no longer holds. Instead, we use another potential argument reminiscent of the one used independently by several authors 47, 51, 61] for proving upper bounds on the
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Input file: A.in. Output file: A.out. Time limit: 1 second. Memory limit: 64 megabytes. There is an interesting queue. Cashier of this queue is not a good one. In fact ...
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