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Thursday, 23 March 2017

IPU BBA Semester 6 - Business Policy & Strategy (End Term Paper 2015)

END TERM EXAMINATION

SIXTH SEMESTER: BBA 
MAY—JUNE-2015
Paper Code: BBA302/ BBA(MOM)302 

Subject: Business Policy & Strategy

IPU BBA Semester 6 - Business Policy & Strategy (End Term Paper 2015)

Time : 3 Hours Maximum Marks :75
Note: Attempt any five questions.

Q1: (a) Discuss the meaning and importance of “Mission” and “Vision” in strategic management. (7.5)

(b) Draft the mission for the following companies:- (7.5)
(i) A private sector bank
(ii) A privately managed B-school


Q2: Explain the process of strategic formulation in detail, for a newly established organization in telecom sector. (15)


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Wednesday, 22 March 2017

IPU BBA Semester 6 - Environmental Science - End Term Paper 2015

END TERM EXAMINATION

Six Semester [BBA] 
MAY-JUNE-2015
Paper Code: BBA 312 / BBA(MOM)312

Subject: Environmental Science

IPU BBA Semester 6 - Environmental Science - End Term Paper 2015

Time : 3 Hours Maximum Marks :75

Note: Attempt all five questions as directed. Internal choice is indicated.

Question 1: Multiple Choice Questions

a) Indus Water Treaty is in between (2)

(i)  India and Bangladesh
(ii) India and Afghanistan
(iii)India and China
(iv) India and Pakistan

b) The major greenhouse gas is: (2)

(i) CFC
(ii) CO₂
(iii)CO
(iv) Freon

c) The state of India with maximum percentage of its area covered by forest is: (2)

(i) Rajasthan
(ii) Bihar
(iii)Karnatka
(iv) Madhya Pradesh


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Monday, 20 March 2017

IPU BCA Semester 4 - Software Engineering (End Term Paper) 2016

END TERM EXAMINATION
Fourth Semester [BCA]
MAY-JUNE 2016
Paper Code: BCA-208

Subject: Software Engineering

IPU BCA Semester 4 - Software Engineering (End Term Paper) 2016

Time: 3 Hours Maximum Marks: 75

Note: Attempt any five questions including Q No. 1 which is compulsory. Select one question from each unit.

Q1: Answer the following: (2.5 ✕ 10 = 25)
(a) Explain software crisis
(b) What is software requirement? What is requirement engineering?
(c) What is a context diagram?
(d) Define risk.
(e) Why are metrics required in software engineering?
(f) Explain why are the scaling factors used in the early Design Model of COCOMO?
(g) Discuss the role of coupling in modules.
(h) What is the meaning of debugging?
(i) Differentiate between alpha and beta testing.
(j) What is software maintenance?


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Friday, 17 March 2017

IPU BCA Semester 4- Java Programming - End Term Paper (2016)

END TERM EXAMINATION
Fourth Semester - BCA
MAY-JUNE 2016
Paper Code: BCA-2016

Subject: Java Programming

IPU BCA Semester 4- Java Programming - End Term Paper (2016)

Time: 3 Hours                           Maximum Marks: 75

Note: Attempt any five questions including Q No. 1 which is compulsory

Question 1: Answer the following questions: (2.5 x 10 = 25)

(a) How can we pass parameters to an applet?
(b) What is the role of layout manager in AWT or Swing?
(c) Can applet class have a constructor? Justify your answer.
(d) What is the purpose of the jar tool?
(e) What is the difference between Integer and int?
(f) Why is it illegal for static method to invoke a non-static method?
(g) What do you understand by daemon thread?
(h) State the uses of 'super' keyword with an example.
(i) Write a note on inner classes?
(j) What do you understand by garbage collection in java?


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Thursday, 16 March 2017

IPU BCA Semester 2 - Principles Of Management End Term Examination Paper (2015)

IPU BCA Semester 2 - Principles Of Management End Term Examination Paper (2015)

BCA Semester 2 - Principles Of Management End Term Examination Paper (2015)





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Wednesday, 15 March 2017

Operations Research - Geometrical Solution Of Linear Programming Problem

Geometrical Solution Of
Linear Programming Problem

Operations Research

Operations Research - Geometrical Solution Of Linear Programming Problem


Question: Find a geometrical interpretation and solution of the following LP problem:

Maximize  z = 3x₁ + 5x₂
subject to restrictions
x₁ + 2x₂ ≤ 2000   (time restraint)
x₁ + x₂  ≤ 1500   (plastic restraint)
     x₂  ≤ 600    (dress restraint)
and      x₁  ≥ 0, x₂ ≥ 0 (non-negative restrictions)
  
Answer:

Here is the graphical solution,

① Graph inequality constraints

   Consider two mutually perpendicular lines Ox₁ and Ox₂. Any point in the positive quadrant satisfies non-negative restrictions i.e. x₁  ≥ 0, x₂ ≥ 0

   Plot a line representing x₁ + 2x₂ = 2000

   Clearly any point below line x₁ + 2x₂ = 2000 satisfies x₁ + 2x₂ ≤ 2000. This region is coloured blue here.
Operations Research - Geometrical Solution Of Linear Programming Problem

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Monday, 13 March 2017

IPU BCA Semester 2 - Mathematics (End Term Paper 2015)

END TERM EXAMINATION
Second Semester [BCA]
MAY-JUNE 2015
Paper Code: BCA-102 

Subject: Mathematics

[2011 onwards] 
IPU BCA Semester 2 - Mathematics (End Term Paper 2015)


Time: 3 Hours Maximum Marks: 75
Note: Attempt any five questions including Q. no.1 which is compulsory. Select one question from each Unit.

Question 1:
(a) Let R be the relation in the natural number N defined by the open sentence "(x-y) is divisible by 5", prove that R is an equivalence relation. (4)

(b) Consider the bounded lattice L (4)


Find the compliments of a & c, if they exist.

(c) If f(x) = x³, then find f⁻ⁱ for all X ∈ R.   (4)
(d) Show that (A ⋃ E)c = Ac ⋂ Bc. (4)
(e) Define homomorphic and isomorphic graph. (4)
(f) Define Tauology and Contradiction.

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