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Science (English Medium) Class 12 - CBSE Question Bank Solutions for Computer Science (C++)

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Computer Science (C++)
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Differentiate between protected .and private me~bers of a class. in context of Object Oriented Programming. Also, give a suitable example illustrating accessibility/non-accessibility of each using a class and an object in C++.

[6] Object Oriented Programming in C++
Chapter: [6] Object Oriented Programming in C++
Concept: undefined > undefined

Write the definition of a class BOX 1n C++ with the following description

Private Members

- BoxNumber //data member of integer type

- Side           // data member of float type

- Area          // data member of float type

- ExecArea ()  // Member function to calculate and assign Area as Side * Side

Public Members

- GetBox()   // function to allow user to enter values of BoxNumber and Side. Also, this

                  // function should call ExecArea () to calculate Area

- Showbox ()  //  A function to display BoxNumber , Side and Area

[6] Object Oriented Programming in C++
Chapter: [6] Object Oriented Programming in C++
Concept: undefined > undefined

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State DeMorgan's Laws of Boolean Algebra and verify them using a truth table.

[9] C++ Boolean Algebra
Chapter: [9] C++ Boolean Algebra
Concept: undefined > undefined

Hi-Standard Tech Traj.ning Ltd. is a Mumbai based organization which is expanding its office set-up to Chennai. At Chennai office compound, they are planning to have 3 different blocks for Admin, Training and Accounts related activities. Each block has a number of computers, which are required to be connected in a network for communication, data and resource sharing.

As a network consultant, you have to suggest the best network related solutions for them for issues/problems raised by them in (i) to (iv), as per the distances between various blocks/locations and other given parameters.

Shortest differences between various blocks/locations:

Admin Block to Accounts Block 300 Metres
Accounts Block to Training Block 150 Metres
Admin Block to Training Block 200 Metres
MUMBAI Head Office to CHENNAI Office 1300 Km

The number of computers installed at various blocks is as follows:

Training Block 150
Accounts Block 30
Admin Block 40

1) Suggest the most appropriate block/location to house the SERVER in the CHENNAI office (out of the 3 blocks) to get the best and effective connectivity. Justify your answer.

2) Suggest the best-wired medium and draw the cable layout (Block to Block) to efficiently connect various blocks within the CHENNAI office compound.

3) Suggest a device/software and its placement that would provide data security for the entire network of the CHENNAI office.

4) Suggest a device and the protocol that shall be needed to provide wireless Internet access to all smartphone/laptop users in the CHENNAI office

[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

Differentiate between packet switching over message switching

[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

Derive a Canonical POS expression for a Boolean function FN, represented by the following truth truth table:

X y z FN (X, Y, Z)
0 0 0 1
0 0 1 1
0 1 0 0
0 1 1 0
1 0 0  1
1 0 1 0
1 1 0 0
1 1 1 1
[9] C++ Boolean Algebra
Chapter: [9] C++ Boolean Algebra
Concept: undefined > undefined

Differentiate bel ween Bus Topology and Star Topology of Networks

[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

What are the advantages and disadvantages of Star Topology over Bus Topology

[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

CASE STUDY BASED QUESTION

Ayurveda Training Educational Institute is setting up its centre in Hyderabad with four specialised departments for Orthopedics, Neurology and Pediatrics along with an administrative office in separate buildings. The physical distance between these department buildings and the number of computers to be installed in these departments and administrative office are given as follows.

Shortest distance between various locations in meters:

Administrative Office to Orthopedics Unit 55
Neurology Unit to Administrative Office 30
Orthopedics Units to Neurology Unit 70
Pediatrics Unit to Neurology Unit 50
Pediatrics Unit to Administrative Office 40
Pediatrics Unit to Orthopedics Unit 110

Number of Computers installed at various locations are as follows

Pediatrics Unit 40
Administrative Office 140
Neurology 50
Orthopedics Unit 80

1) Suggest the most suitable location to install the main server of this institution to get efficient connectivity.

2) Suggest the best cable layout for effective network connectivity of the building having server with all the other buildings.

3) Suggest the devices to be installed in each of these building for connecting computers installed within the building out of the following

  • Gateway
  • Modem
  • Switch

4) Suggest the topology of the network and network cable for efficiently connecting each computer installed in each of the building out of the following:

Topologies: Bus Topology, Star Topology

Network Cable: Single Pair Telephone Cable, Coaxial Cable, Ethernet Cable

[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

Derive a Canonical POS expression for a Boolean function G, represented by the following truth table:

X Y Z G(X, Y, Z)
0 0 0 0
0 0 1 0
0 1 0 1
0 1 1 0
1 0 0 1
1 0 1 1
1 1 0 0
1 1 1 1

 

[9] C++ Boolean Algebra
Chapter: [9] C++ Boolean Algebra
Concept: undefined > undefined

Derive a Canonical POS expression for a Boolean function F, represented by the following truth table

P Q R F(P,Q,R)
0 0 0 1
0 0 1 0
0 1 0 0
0 1 1 1
1 0 0 1
1 0 1 0
1 1 0 0
1 1 1 1

 

[9] C++ Boolean Algebra
Chapter: [9] C++ Boolean Algebra
Concept: undefined > undefined

illustrate the layout for connecting 5 computers in a Bus topology of Networks

[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

illustrate the layout for connecting 5 computers in a star topology of Networks

[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

Xcelencia Edu Services Ltd. is an educational organization. It is planning to set up its India campus at Hyderabad with its head office at Delhi. The Hyderabad campus has 4 main
buildings ADMIN, SCIENCE, BUSINESS and ARTS.

You as a network expert have to suggest the best network related . solutions for their problems raised in (i) to (iv), keeping in mind the distances between the buildings and other given parameters.

Shortest distances between various buildings :

ADMIN to SCIENCE 65m
ADMIN to BUSINESS 100m
ADMIN to ARTS 60m
SCIENCE to BUSINESS 75m
SCIENCE to ARTS 60m
BUSINESS to ARTS 50m
DELHI Head Office to HYDERABAD Campus 1600Km

Number of computers installed at various buildings are as follows :

ADMIN 100
SCIENCE 85
BUSSINESS 40
ARTS 12
DELHI Head Office 20

1) Suggest the most appropriate location of the server inside the HYDERABAD campus (out of the 4 buildingakto get the best connectivity for maximum number of computers. Justify your answer

2) Suggest . and draw the cable layout to efficiently connect various buildings within the HYDERABAD campus for connecting the computers.

3) Which hardware device will you suggest to be procured by the company to be installed to protect and control the internet uses within the campus?

4) Which of the following will you suggest to establish the online face-to-face communication between the people in the Admin Office of HYDERABAD campus and · DELHI Head Office ?

  • E-mail
  • Text Chat
  • Video Conferencing
  • Cable TV
[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

Define the term topology.

[10] Networking and Open Source Software
Chapter: [10] Networking and Open Source Software
Concept: undefined > undefined

Reduce the following Boolean Expression to its simplest form using K-Map:

`G(U, V,W, Z) = sum(3,5 , 6 , 7 , 11 , 12 ,13, 15)`

[9] C++ Boolean Algebra
Chapter: [9] C++ Boolean Algebra
Concept: undefined > undefined

Which function(s) out of the following can be considered as an overloaded function(s) in the same program? Also, write the reason for not considering the other(s) as an overloaded function(s)

void Execute(char A,int B);    // Function 1

void Execute(int A,char B);    // Function 2

void Execute(int P=10) ;       // Function 3

void Execute();                    // Function 4

int Execute(int A);               // Function 5

void Execute(int &K);          // Function 6

[6] Object Oriented Programming in C++
Chapter: [6] Object Oriented Programming in C++
Concept: undefined > undefined

Reduce the following Boolean Expression to its simplest form using K-Map:

`E (U, V, Z, W) = sum (2, 3 , 6, 8, 9, 10, 11 , 12 , 13 )`

[9] C++ Boolean Algebra
Chapter: [9] C++ Boolean Algebra
Concept: undefined > undefined

Reduce the following Boolean Expression to its simplest form using K-Map

`F (X, Y, Z, W) = sum (0, 1, 4, 5, 6, 7, 8, 9, 11, 15)`

[9] C++ Boolean Algebra
Chapter: [9] C++ Boolean Algebra
Concept: undefined > undefined

Draw the Logic Circuit of the following Boolean Expression

(U' + v).(V' + W')

[9] C++ Boolean Algebra
Chapter: [9] C++ Boolean Algebra
Concept: undefined > undefined
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