Due Date:

Your assignment must be uploaded/submitted before or on 6^th November 2009.

Objective

- To assess your overall understanding of Software Requirements Engineering

- To see your skills in making a Business Model of the system

- To check your level of understanding for Functional and Non Functional Requirements.

- How we create Business Requirements

-

Uploading instructions:

Please view the Assignment Submission Process document provided to you by the Virtual University for uploading assignments.

o The assignment should be in .doc format.

o Save your assignment with your ID (e.g. bx020200786.doc).

o The assignment submission through email will not be accepted.

o Submit your assignment via VU-LMS system.

Rules for Marking:

It should be clear that your assignment will not get any credit if:

o The assignment is submitted after due date.

o The submitted assignment file is corrupted.

o The assignment is copied.

o The assignment material is directly copied from internet.

Note:

Your answer must follow the below given specifications. You will be assigned no marks if you do not follow these instructions.

· Font style: “Times New Roman”

· Font color: “Black”

· Font size: “12”

· Bold for heading only.

· Font in Italic is not allowed at all.

· No formatting or bullets are allowed to use.

Assignment No. 2

Cs 504 Software Engineering

Total Marks 20 Marks

Note: - Recall the lectures delivered for Data flow modeling, object oriented and analysis design.

Purpose of the Assignment

The purpose of this assignment is to make you familiarize about software Engineering practices being done in the industry.

Assignment

This assignment has following steps:

1. Analysis Notepad core functionalities
2. Make Use Case Diagram of these functionalities (at least 5 Use Case)

Artifacts:

Students are required to provide a Microsoft Word file.

It should include the following items:

1. Brief report on analysis
2. Use Case Diagram

Marking Scheme

Requirement Analysis	5 Marks
Use Case Diagram	15 Marks (3 Marks Per Use Cse)

Note: Draw all diagrams in Microsoft Word file.

Due Date

Your assignment must be uploaded before or on 5^th Nov 2009.

Upload Instructions

Please view the document related to assignment submission process provided to you by the Virtual University to upload the assignment.

Rules for Marking

Kindly note that your assignment will NOT be graded if:

§ It is submitted after due date

§ The file you uploaded does not open

§ The file you uploaded is copied from someone else

§ It is in the format other than .doc

Objective

This assignment has been designed to enable you:

§ To understand how to use conditional jumps

§ To write, assemble and debug Assembly Language program

Assignment

Write a program in Assembly Language to find the maximum number and the minimum number from an array of ten positive numbers. Store the minimum number in AX and maximum number in DX.

[Hint: Use the conditional jumps]

What to Submit:

Submit Microsoft Word document containing the assembly language code for the above mentioned program.

ERG2011A Advanced Engineering Mathematics
(Syllabus A)
Problem Set 1
Kreyszig 9th edition { 1:1 ¡ 1:3, 8th edition {
1:1 ¡ 1:4
1. (Derivatives) Compute the derivatives of the following functions with re-
spect to x.
(a) xn
(b) sin(x) cos(x)
(c) tan(x)
(d) tan¡1(x)
(e) sin¡1(x) cos¡1(x)
(f) ln(3=x)
(g) log2(4x)
(h) e3x
(i) 5(245x)
(j) 3x2 + 4ay3 + 3xy2
2. (Integrals) Compute the following inde¯nite integrals
(a) R xndx
(b) R sin(x)dx
(c) R tan(x)dx
(d) R sec(x)dx
(e) R dx
x2+a2
3. (Solution veri¯cation) State the order of the ODE. Verify that the given
function is a solution (a, b and c are arbitrary constants).
(a) y00 + 2y0 + 10y = 0; y = 4e¡x sin(3x)
(b) y000 = cos(x); y = ¡sin(x) + ax2 + bx + c
1
(c) y0 + 2xy = 0; y = ce¡x2
(d) y0 = y tan(x); y = c sec(x)
4. (Modeling)
(a) If an airplane has a run of 3 km, starts with a speed of 6 m=sec,
moves with constant accelaration, and makes the run in 1 minute,
with what speed does it take o®?
(b) Kreyszig 9th edition Problem Set 1:1, problem 19 = Kreyszig 8th
edition Problem Set 1:1, problem 26
(c) Kreyszig 9th Edition Section 1:3, examples 2, 4, 5.
(d) Kreyszig 9th Edition Problem Set 1:3, problems 25, 28, 29 (Hint: use
the forms of the solutions of examples 2 and 4 of Section 1:2).
5. (Geometric method) Kreyszig 9th Edition Problem Set 1:2, problems 4, 8,
12, 13.
6. (Solving Degree 1 ODEs) Kreyszig 9th Edition Problem Set 1:3, problems
5, 7, 10, 12, 14.

ERG2011A Advanced Engineering Mathematics
(Syllabus A)
Problem Set 1
Kreyszig 9th edition { 1:1 ¡ 1:3, 8th edition {
1:1 ¡ 1:4
1. (Derivatives) Compute the derivatives of the following functions with re-
spect to x.
(a) xn
(b) sin(x) cos(x)
(c) tan(x)
(d) tan¡1(x)
(e) sin¡1(x) cos¡1(x)
(f) ln(3=x)
(g) log2(4x)
(h) e3x
(i) 5(245x)
(j) 3x2 + 4ay3 + 3xy2
2. (Integrals) Compute the following inde¯nite integrals
(a) R xndx
(b) R sin(x)dx
(c) R tan(x)dx
(d) R sec(x)dx
(e) R dx
x2+a2
3. (Solution veri¯cation) State the order of the ODE. Verify that the given
function is a solution (a, b and c are arbitrary constants).
(a) y00 + 2y0 + 10y = 0; y = 4e¡x sin(3x)
(b) y000 = cos(x); y = ¡sin(x) + ax2 + bx + c
1
(c) y0 + 2xy = 0; y = ce¡x2
(d) y0 = y tan(x); y = c sec(x)
4. (Modeling)
(a) If an airplane has a run of 3 km, starts with a speed of 6 m=sec,
moves with constant accelaration, and makes the run in 1 minute,
with what speed does it take o®?
(b) Kreyszig 9th edition Problem Set 1:1, problem 19 = Kreyszig 8th
edition Problem Set 1:1, problem 26
(c) Kreyszig 9th Edition Section 1:3, examples 2, 4, 5.
(d) Kreyszig 9th Edition Problem Set 1:3, problems 25, 28, 29 (Hint: use
the forms of the solutions of examples 2 and 4 of Section 1:2).
5. (Geometric method) Kreyszig 9th Edition Problem Set 1:2, problems 4, 8,
12, 13.
6. (Solving Degree 1 ODEs) Kreyszig 9th Edition Problem Set 1:3, problems
5, 7, 10, 12, 14.
2

Fall 2009
Assignment # 1 Total Marks: 15
Due Date: 21/10/2009


Objectives:
To asses students’ knowledge of the subject and to motivate them towards conceptual knowledge and practical application of the subject.

Instructions

1. Late assignments will not be accepted.
2. If the file is corrupt or problematic, it will be marked zero.
3. Plagiarism will never be tolerated. Plagiarism occurs when a student uses work done by someone else as if it was his or her own.
4. If any assignment is found copied work, no marks will be awarded and the case may be referred to the head of the academics for disciplinary action.
5. No assignment will be accepted via e-mail.
6. The file should be in Word doc form; the font color should be preferably black and font size can be 12 Times New Roman.

Question No.1 (5)

Which theory of communication do you prefer from three theories of communication present in your course and why?

Question No.2

(a)

Describe the traits of a good communicator. (5)

(b)

What is the role of proximity and artifacts in non verbal communication? (5)

Mr. A purchased some grocery items from a departmental store. At the time of payment, he offered his credit card to the seller. The seller allowed Mr. A to leave with the goods. Why? Has Mr. A made the final payment?

Ans.

As Mr. A gives the credit card to the seller, he gets the payment from the bank after verifying the card and allow Mr. A to leave with things. But Mr. A has not paid the final payment as he is using the credit card and bank has paid the payment on his behalf at this time. Final payment will be done when Mr. A paid the credit amount to the bank.

Analyze the following transactions and fill the boxes given below in front of each transaction with appropriate answers.

An example is also given in Sr. No. 1 for reference and guidance.

Sr. No


Transactions


Account to be Debited


Account to be Credited


Increase or decrease (affect on accounts due to transactions)

1


Mr. A invested in business Rs.50,000




Cash




Mr. A’s Capital


Increase in asset

Increase in Owner’s Equity

2


Purchased furniture for cash Rs.15,000 for office use






?






?






?



3


Paid salaries of Rs.4,000 to office staff




?






?






?



4


Received commission on sale of goods worth Rs.1,000




?






?






?



5


Received cash of Rs.1,000 from Mr.Bilal who owed him Rs. 2,000 for last 30 days on account of goods sold.




?






?






?

Maximum Marks: 15

Due Date: Oct 22, 2009

DON’T MISS THESE: Important instructions before attempting the solution of this assignment:

• To solve this assignment, you should have good command over 1 - 8 lectures.

• Try to get the concepts, consolidate your concepts and ideas from these questions which you learn in the 1 to 8 lectures.

• Upload assignments properly through LMS, No Assignment will be accepted through email.

• Write your ID on the top of your solution file.

• Don’t use colorful back grounds in your solution files.
• Use Math Type or Equation Editor etc for mathematical symbols.
• You should remember that if we found the solution files of some students are same then we will reward zero marks to all those students.
• Try to make solution by yourself and protect your work from other students, otherwise you and the student who send same solution file as you will be given zero marks.
• Also remember that you are supposed to submit your assignment in Word format any other like scan images etc will not be accepted and we will give zero marks correspond to these assignments.

Evaluate the proposition

For the truth values

P = F, q = T, r = F

(Don’t use truth table)

Formulate the arguments symbolically and test its validity using truth table. Also mention critical row.

If 7 = 6, then you ate banana.

You ate banana.

Where k : 7 = 6
m : You ate banana.

Construct circuit for Boolean expression

PÚ(~PÙQ)

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Tuition fee rates are fixed and are independent of the number of courses being taught in one semester. Security, Admission and Registration fee are charged once at the start of the first semester. The remaining charges are payable monthly. Security fee is refundable on completion of degree or in case of withdrawal from the University under rules.

Admission Fee	Rs. 2,000 one time
Registration Fee	Rs. 500 one time
Security	Rs. 2,000 (one time, refundable)
Fee (payable monthly)	Rs.1,300 per month
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NOTE: Fee payable at the time of admission is Rs. 4,500 (includes admission fee, registration fee, and security deposit) plus admission processing fee.

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Student outside Pakistan should deposit fee through FTT (Foreign Telegraph Transfer) or bank draft inclusive of Bank charges that is minimum up to $15 per transaction.

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NOTE: Fee payable at the time of admission is US $500 (includes admission fee, registration fee, and Tuition fee for six months).

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