Code Question Option A Option B Option C Option D Answer
CS301 For Compiler A Postfix Expression Is Easier To Evaluate Than Infix Expression? True False A
CS301 Consider The Function X As Under Int X (Int& Value) { Return Value; } Now A And B Are Integers In A Calling Function. Which One Of The Following Is A Valid Call To The Above Function X A = X (B) ; A = X (&B) ; A = X (*B) ; None Of The Given Options B
CS301 We Implement The Heap By __________ Threaded Tree Avl Tree Complete Binary Tree Expression C
CS301 Which One Of The Following Algorithms Is Most Widely Used Due To Its Good Average Time Bubble Sort Insertion Sort Quick Sort Merge Sort C
CS301 There Is/Are __________ Case/S For Rotation In An Avl Tree 1 2 3 4 D
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 An Array Is A Group Of Consecutive Related Memory Locations True False A
CS301 We Have A Circular Array Implementation Of The Queue Class With Ten Items In The Queue Stored At Data[2] Through Data[11]. The Capacity Is 42 I.E. The Array Has Been Declared To Be Of Size 42. Where Does The Push Member Function Place The New Entry Data[1] Data[2] Data[11] Data[12] D
CS301 A Subscript Of An Array May Be An Integer Or An Integer Expression True False A
CS301 We Can Add Elements In Queue From ___________ Front Rear From Both Rare And Front None Of These B
CS301 A Complete Binary Tree Of Height Has Nodes Between 16 To 31 2 3 4 5 C
CS301 Which Of The Given Option Is Not A Factor In Union By Size Maintain Sizes (Number Of Nodes) Of All Trees And During Union Make Smaller Tree The Subtree Of The Larger One Make The Larger Tree The Subtree Of The Smaller One Implementation: For Each Root Node I Instead Of Setting Parent[I] To -1 Set It To -K If Tree Rooted At I Has K Nodes C
CS301 In A Min Heap Preculatedown Procedure Will Move Smaller Value And Bigger Value Left Right Right Left Up Down Down Up C
CS301 A Binary Tree With 45 Internal Nodes Has ___________ Links To External Nodes 44 45 46 90 C
CS301 A Complete Binary Tree Is A Tree That Is ___________ Filled With The Possible Exception Of The Bottom Level Partially Completely Incompletely Partly B
CS301 Is A Binary Tree Where Every Node Has A Value Every Nodes Left Subtree Contains Only Values Less Than Or Equal To The Nodes Value And Every Nodes Right Subtree Contains Only Values That Are Greater Then Or Equal ? Strictly Binary Tree Binary Search Tree Avl Tree All Of These B
CS301 Let Heap Stored In An Array As H = [50 40 37 32 28 22 36 13]. In Other Words The Root Of The Heap Contains The Maximum Element. What Is The Result Of Deleting 40 From This Heap [50 32 37 13 28 22 36] [37 28 32 22 36 13] [37 36 32 28 13 22] [37 32 36 13 28 22] A
CS301 The Difference Between A Binary Tree And A Binary Search Tree Is That A Binary Search Tree Has Two Children Per Node Whereas A Binary Tree Can Have None One Or Two Children Per Node In Binary Search Tree Nodes Are Inserted Based On The Values They Contain In Binary Tree Nodes Are Inserted Based On The Values They Contain None Of These A
CS301 Which Of The Following Is Not True Regarding The Maze Generation? Randomly Remove Walls Until The Entrance And Exit Cells Are In The Same Set Removing A Wall Is The Same As Doing A Union Operation Remove A Randomly Chosen Wall If The Cells It Separates Are Already In The Same Set Do Not Remove A Randomly Chosen Wall If The Cells It Separates Are Already In The Same Set C
CS301 Which One Of The Following Is Not An Example Of Equivalence Relation? Electrical Connectivity Set Of People <= Relation Set Of Pixels C