No |
Task |
Exercise No |
Description |
Students FN |
0 |
Complete the implementation
of class LinkedBinaryTree
taking into account error conditions. |
P-6.1 | &6.4.2 | F33105 F26730 F28365 F27720 |
1 |
Complete the implementation
of class LinkedBinaryTree
and apply algorithms, given in Code Fragments 6.2, 6.4, and 6.6. |
- |
&6.4.2 &6.2.2 |
F27391 |
2 |
Complete the implementation of class LinkedBinaryTree and write functions (for binary tree), given in Code Fragments 6.9, 6.10, and 6.12. | - |
&6.2.3,4 &6.4.2 |
F32477 F32987 |
3 |
Complete the implementation of class LinkedBinaryTree and write functions, given in Code Fragments 6.18 and 6.20. | - |
&6.3.4,5 &6.4.2 |
F27933 F26568 F29283 |
4 |
Implement the binary ADT using a vector. |
P-6.2 |
&6.4.1 |
|
5 |
Implement the binary ADT using a linked structure. | P-6.3 | &6.4.2 | F28145 F26840 F26750 F30515 F28085 |
6 |
Write a program that takes, as input, a fully parenthesized, arithmetic expression and convert it to a binary expression tree. Your program should display the tree in some way and also print the value associated with the root. |
P-6.9* |
|
F27546 F26451 |
7 |
Complete the program for
comparator class using Code Fragments 7.3 and 7.4. |
- |
&7.1.4 |
F26692 F24127 F26542 |
8 |
Give a C++ implementation of a priority queue based on an unsorted sequence. | P-7.2 | &7.2.1 | F26543 |
9 |
Give a C++ implementation
of a priority queue based on a sorted sequence using Code Fragments 7.5
and 7.6. |
- |
&7.2.2 |
|
10 |
Develop a C++
implementation of a priority queue that is based on a heap. |
P-7.4* | &7.3.3 |
F27550 |
11 |
Implement an unordered
dictionary ADT (log file) with unsorted sequence implementation. |
- |
&8.1.2 |
F28826 |
12 |
Implement the dictionary
ADT with a hash table that handles collisions with separate chaining. |
P-8.2 | &8.2.5 |
F28017 |
13 |
Implement the dictionary
ADT with a hash table that handles collisions with quadratic probing. |
- |
&8.2.5 | F33118 F28408 |
14 |
Implement the dictionary ADT with a hash table that handles collisions with double hashing. | - |
&8.2.5 | F26654 |