Home Assignments 2015b
Info and Regulations
Please read carefully:
1. HW info file
2. appeal regulations file
3. HW checklist.
A short questionnaire
The short questionnaire about the course procedures (in moodle) will add 2 points to the homework average, provided you will answer all its questions correctly. You have to complete it by March 22.HW sheets
| Number | Published | Due | Problem set | additional files | Clarifications and comments |
|---|---|---|---|---|---|
| 1 | Mar 8 | Mar 22 |  |
 skeleton1.py tom_sawyer_new.txt |
13/3/15 14:25 : 1. The text file for Q3 was fixed. The new file is named tom_sawyer_new.txt. Make sure you download it! 2. In Q2 ignore the find method of class list. This function does not exist. |
| 2 | Mar 23 | Apr 15 | |
skeleton2.py |
|
| 3 | Apr 15 | May 3 | |
skeleton3.py |
30/4/15 19:30 : In Q1 part B all occurrences of the variable l should be replaced with the variable lst |
| 4 | May 6 | May 21 | |
skeleton4_new.py |
10/5/15 11:35 : 1. is_prime method in the skeleton file was fixed and "import random" was added. The new file is named skeleton4_new.py. Make sure you download it! 2. In Q1 parts a(1) and c(1) you are requested to write in each node of the recursion tree the effective length of the list being called, that is, the number of list elements between index left and index right (including). |
| 5 | May 21 | Jun 7 | HW5_new.pdf |
 test_for_q3.py |
2/6/15 22:15 : A new test for question 3 was uploaded (test_for_q3.py) supporting: (1) Two possible outputs for question 3(f): either a list of tuples or a list of lists of length 2. (2) Different insertion orders of items into SimpleDict will no longer fail the test. An alternative URL for the book: http://tau-cs1001-py.wikidot.com/local--files/home-assignments-2015b/alice.txt 26/5/15 12:30 : In question 3(f) the output should be a list of lists of length 2 instead of a list of tuples. 22/5/15 16:30 : Corrections were made to question 3. Changes are marked in yellow. The new file is named HW5_new.pdf. Make sure you download it! |
| 6 | Jun 7 | Jun 21 | |
 skeleton6.py sample.bitmap |
11/6/15 13:00 : In question 2(a) prove that the inequality holds for every natural n >= 4. In question 2(b) assume that the corpus consists of at least 4 different characters. |
Grades
Grades are in moodle.