Guidelines for Laboratory Conduction
The instructor is expected to frame the assignments by understanding the prerequisites, technological aspects, utility and recent trends related to the topic. The assignment framing policy need to address the average students and inclusive of an element to attract and promote the intelligent students. The instructor may set multiple sets of assignments and distribute among batches of students. It is appreciated if the assignments are based on real world problems/applications.
Encourage students for appropriate use of Hungarian notation, proper indentation and comments. Use of open source software is to be encouraged. In addition to these, instructor may assign one real life application in the form of a mini-project based on the concepts learned. Instructor may also set one assignment or mini-project that is suitable to respective branch beyond the scope of syllabus.
Set of suggested assignment list is provided in groups- A, B, C, D, and E. Each student must perform at least 13 assignments as at least 3 from group A, 3 from group B, 2 from group C, 2 from group D and 3 from group E. Group A and B assignments should be implemented in python without using built-in methods for major functionality of assignment. Use List data structure of Python as array. Group C, D and E assignments should be implemented in C++ language.
Operating System recommended:- 64-bit Open source Linux or its derivative Programming tools recommended: - Open Source python, Programming tool like Jupyter Notebook, Pycharm, Spyder, G++/GCC,
Examination Scheme: Teaching Scheme: PR: 04 Hours/Week
TW: 25 Marks Credit 02
PR: 50 Marks
Hardware Requirement:
Processor: Intel(R) Core(TM)2 Duo CPU E7500 @ 2.93GHz
Memory: 2.00 GB
Operating System: 64-bit Open source
Software Requirement:
Programming tool like PyCharm with Python 3.X.X Interpreter
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)
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)
Total Students in GoupA plays Cricket: [2, 4, 6, 8]
Total Students in GoupB plays Badminton: [3, 5, 6, 8]
Total Students in GoupC plays football: [1, 7]
>>> mainMenu()
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:1
List of Stud Who Play both Cricket & Badminton are: [6, 8]
************************ !!!!!!!!!!!!!! ***************************
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:2
The Stud Who Play only Cricket are: [2, 4]
The Stud Who Play only Badminton are: [3, 5]
************************ !!!!!!!!!!!!!! ***************************
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:3
The Student who plays both Cricket and Badminton: [2, 4, 6, 8, 3, 5]
The Stud Who Play neither Cricket nor Badminton are: [1, 7, 9, 10]
************************ !!!!!!!!!!!!!! ***************************
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:4
The Student who plays both Cricket and Football: [2, 4, 6, 8, 1, 7]
The Student who plays both Cricket and Football not badminton: [2, 4, 1, 7]
************************ !!!!!!!!!!!!!! ***************************
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:5
>>>
Encourage students for appropriate use of Hungarian notation, proper indentation and comments. Use of open source software is to be encouraged. In addition to these, instructor may assign one real life application in the form of a mini-project based on the concepts learned. Instructor may also set one assignment or mini-project that is suitable to respective branch beyond the scope of syllabus.
Set of suggested assignment list is provided in groups- A, B, C, D, and E. Each student must perform at least 13 assignments as at least 3 from group A, 3 from group B, 2 from group C, 2 from group D and 3 from group E. Group A and B assignments should be implemented in python without using built-in methods for major functionality of assignment. Use List data structure of Python as array. Group C, D and E assignments should be implemented in C++ language.
Operating System recommended:- 64-bit Open source Linux or its derivative Programming tools recommended: - Open Source python, Programming tool like Jupyter Notebook, Pycharm, Spyder, G++/GCC,
Examination Scheme: Teaching Scheme: PR: 04 Hours/Week
TW: 25 Marks Credit 02
PR: 50 Marks
Hardware Requirement:
Processor: Intel(R) Core(TM)2 Duo CPU E7500 @ 2.93GHz
Memory: 2.00 GB
Operating System: 64-bit Open source
Software Requirement:
Programming tool like PyCharm with Python 3.X.X Interpreter
Problem Statement:
In second year computer engineering class, group A student’s play cricket, group B students play badminton and group C students play football. Write a Python program using functions to compute following: -
a) List of students who play both cricket and badminton
b) List of students who play either cricket or badminton but not both
c) Number of students who play neither cricket nor badminton
d) Number of students who play cricket and football but not badminton.
(Note- While realizing the group, duplicate entries should be avoided, Do not use SET built-in functions)
Source Program:
Output:
Total Students in SE A Class: [1, 2, 3, 4, 5, 6, 7, 8, 9, 10]Total Students in GoupA plays Cricket: [2, 4, 6, 8]
Total Students in GoupB plays Badminton: [3, 5, 6, 8]
Total Students in GoupC plays football: [1, 7]
>>> mainMenu()
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:1
List of Stud Who Play both Cricket & Badminton are: [6, 8]
************************ !!!!!!!!!!!!!! ***************************
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:2
The Stud Who Play only Cricket are: [2, 4]
The Stud Who Play only Badminton are: [3, 5]
************************ !!!!!!!!!!!!!! ***************************
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:3
The Student who plays both Cricket and Badminton: [2, 4, 6, 8, 3, 5]
The Stud Who Play neither Cricket nor Badminton are: [1, 7, 9, 10]
************************ !!!!!!!!!!!!!! ***************************
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:4
The Student who plays both Cricket and Football: [2, 4, 6, 8, 1, 7]
The Student who plays both Cricket and Football not badminton: [2, 4, 1, 7]
************************ !!!!!!!!!!!!!! ***************************
1. List of students who play both cricket and badminton
2. List of students who play either cricket or badminton but not both
3. Number of students who play neither cricket nor badminton
4. Number of students who play cricket and football but not badminton.
5. Exit
Enter your choice:5
>>>
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