CS101
532
CS201
225
CS301
232
CS302
174
CS304
192
CS401
224
CS402
258
CS403
228
CS408
113
CS411
121
CS502
249
CS504
268
CS601
679
CS604
381
CS605
261
CS607
184
CS609
230
CS610
300
CS614
100
CS703
65
Code | Question | Option A | Option B | Option C | Option D | Answer | |
---|---|---|---|---|---|---|---|
CS301 | Deleting A Leaf Node In Binary Search Tree Involves Setting Pointer/S Of That Node’S Parent As Null | 1 | 2 | 3 | 4 | A | |
CS301 | Doubly Linked List Always Has One Null Pointer | True | False | B | |||
CS301 | Doubly Linked List Always Has One Null Pointer | True | False | B | |||
CS301 | Each Entry Which Points To A Null Value In A Singly Linked List Is Known As | Node | First Node | Last Node | Head Node | C | |
CS301 | Each Node In A Bst Has Pointers | 1 | 2 | 3 | 4 | B | |
CS301 | Each Node In Doubly Link List Has | 1 Pointer | 2 Pointers | 3 Pointers | 4 Pointers | B | |
CS301 | Each Node In Doubly Link List Has__________Pointer(S) | 1 | 2 | 3 | 4 | B | |
CS301 | Each Operator In A Postfix Expression Refers To The Previous __________ Operand(S) | 1 | 2 | 3 | 4 | B | |
CS301 | Every Avl Is __________ | Binary Tree | Complete Binary Tree | None Of These | Binary Search Tree | D | |
CS301 | Following Are The Linear Data Structures | Stacks | Queues | Both A & B | None Of The Above | C | |
CS301 | For A Perfect Binary Tree Of Height 4. What Will Be The Sum Of Heights Of Nodes? | 31 | 30 | 27 | 26 | A | |
CS301 | For A Perfect Binary Tree Of Height H Having N Nodes The Sum Of Heights Of Nodes Is | N – (H – 1) | N – (H + 1) | N – 1 | N – 1 + H | B | |
CS301 | For Compiler A Postfix Expression Is Easier To Evaluate Than Infix Expression? | True | False | A | |||
CS301 | For The Inorder Traversal Of Threaded Binary Tree We Introduced A Dummy Node. The Left Pointer Of The Dummy Node Is Pointing To The __________ Node Of The Tree | Left Most | Root | Right Most | Any Of The Given Node | A | |
CS301 | Four Statements About Trees Are Below. Three Of Them Are Correct. Which One Is Incorrect? | Trees Are Recursively Defined Multi-Dimensional Data Structures Tree | The Order Of A Tree Indicates A Maximum Number Of Children Allowed At Each Node Of The | A Search Tree Is A Special Type Of Tree Where All Values (I.E. Keys) Are Ordered | If Tree1s Size Is Greater Than Tree2s Size Then The Height Of Tree1 Must Also Be Greater Than Tree2s Height | D | |
CS301 | From The Following; Which On Is The Correct Syntax Of An Array Declaration: Array Size Is 5 And It Is Of Float Data Type? | Float [5] Name; | Name[5] Float; | Float Name[5]; | None Of The Given Options | D | |
CS301 | Here Is An Array Of Ten Integers: 5 3 8 9 1 7 0 2 6 4 The Array After The First Iteration Of The Large Loop In A Selection Sort (Sorting From Smallest To Largest) | 0 3 8 9 1 7 5 2 6 4 | 2 6 4 0 3 8 9 1 7 5 | 2 6 4 9 1 7 0 3 8 5 | 0 3 8 2 6 4 9 1 7 5 | A | |
CS301 | Highest Operators Precedence Is Of The Following Operator | Plus | Minus | Multiply | Exponentiation | C | |
CS301 | Huffman Encoding Uses ___________ Tree To Develop Codes Of Varying Lengths For The Letters Used In The Original Message | Linked List | Stack | Queue | Binary Tree | D | |
CS301 | I Have Implemented The Queue With A Circular Array. If Data Is A Circular Array Of Capacity Elements And Last Is An Index Into That Array What Is The Formula For The Index After Last? | (Last % 1) + Capacity | Last % (1 + Capacity) | (Last + 1) % Capacity | Last + (1 % Capacity) | C |