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Software Verification and Validation (CS608) Fall 2020 Assignment # 01 |
Total marks = 20
Due Date: 28th November, 2020 |
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Please carefully read the following instructions before attempting assignment. INSTRUCTIONS It should be clear that your assignment would not get any credit if:
You should concern the recommended books to clarify your concepts as handouts are not sufficient. You are supposed to submit your assignment in .doc or docx format. Any other formats like scanned images, PDF, zip, rar, ppt and bmp etc. will not be accepted.
Topics Covered: · Control Flow Graph
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NOTE No assignment will be accepted after the due date via email in any case (whether it is the case of load shedding or Internet issues etc.). Hence refrain from uploading assignment in the last hour of deadline. It is recommended to upload solution file well before its closing date. If you find any mistake or confusion in the assignment (Question statement), please consult with your Instructor before the deadline. After the deadline no queries will be entertained in this regard. For any query, feel free to email at cs608@vu.edu.pk |
Question No. 1. (Marks 12)
Draw the Control Flow Graph for the following piece of code.
namespace AssigmntONE
{
public class MyAverage
{
public double ReturnAverage(int[] value, int MIN, int MAX)
{
{
{
}
}
}
}
}
Question No. 2. (Marks 8)
Find all the independent paths for the graph developed in question 1.
Note:
Your solution must be uploaded on or before 28th Nov 2020
v
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CS608 Solution Assignment#01 Fall 2020
Click on the below link to download the file
CS608 Complete Solution Assignment#01 Fall 2020
Click on the below link to download the file
CS608 Solution Assignment#01 Fall 2020
Click on the below link to download the file
CS608 File Solution link
CS608 Assignment 1 solution 2020
Question No. 1. (Marks 12)
Draw the Control Flow Graph for the following piece of code.
namespace AssigmntONE
{
public class MyAverage
{
public double ReturnAverage(int[] value, int MIN, int MAX)
{
1. int i, tv, sum;
2. double av;
3. i = 0; tv = 0; sum = 0;
4. while (i < MAX)
{
5. if (value[i] >= MIN && value[i] <= MAX)
{
6. tv++;
7. sum = sum + value[i];
}
8. i++;
}
9. if (tv > 0)
10. av = (double)sum / tv;
11. else
12. av = (double)-999;
13. return (av);
}
}
}
Solution:
Question No. 2. (Marks 8)
Find all the independent paths for the graph developed in question 1.
Answer:
Independent paths = 13-12+2
Independent paths = 3
CS608 Complete Solution Assignment#01 Fall 2020
Click on the below link to download the file
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