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Published on: 03/06/2021
QB365 provides detailed and simple solution for every book back questions in class 12 Computer Science subject.It will helps to get more idea about question pattern in every book back questions with solution.
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Questions + Answers key
Take MCQ Computer Science Test

1.
Explain the characteristics of DBMS.
2.
Explain the different operators in Relational algebra with suitable examples.
3.
Differentiate DBMS and RDBMS.
4.
Explain the different types of relationship mapping.
5.
1.
Characteristics of Database Management System
| 1. Data stored into Table | Data is never directly stored into the database. Data is stored into tables, created inside the database. DBMS also allows to have relationship between tables which makes the data more meaningful and connected. |
| 2. Reduced Redundancy | In the modern world hard drives are very cheap, but earlier when hard drives were too expensive, unnecessary repetition of data in database was a big problem But DBMS follows Normalisation which divides the data in such a way that repetition is minimum. |
| 3. Date Consistency | On live data, it is being continuously updated and added, maintaining the consistency of data can become a challenge. But DBMS handles it by itself. |
| 4. Support Multiple user and Concurrent Access | DBMS allows multiple users to work on it( update, insert, delete data) at the same time and still manages to maintain the data consistency. |
| 5. Query Language | DBMS provides users with a simple query language, using which data can be easily fetched, inserted, deleted and updated in a database. |
| 6. Security | The DBMS also takes care of the security of data, protecting the data from unauthorized access. In a typical DBMS, we can create user accounts with different access permissions, using which we can easily secure our data by restricting user access. |
| 7. DBMS Supports Transactions | It allows us to better handle and manage data integrity in real world applications where multi-threading is extensively used. |
2.
Relational Algebra is divided into various groups
Unary Relational Operations.
(i) SELECT (symbol: σ)
(ii) PROJECT ( symbol: π)
Relational Algebra Operations from Set Theory:
(i) UNION (U)
(ii) INTERSECTION (∩)
(iii) DIFFERENCE (-)
(iv) CARTESIAN PRODUCT (X)
SELECT (symbol: σ)
(i) General from σ (R) with a relation R and a condition C on the attributes of R
(ii) The SELECT operation is used for selecting a subset with tuples according to a given condition.
(iii) Select filters out all tuples that do not satisfy C
STUDENT:
| Studio | Name | Course | Year |
|---|---|---|---|
| CS1 | Kannan | Big Data | II |
| CS2 | Gowri Shankar | R language | I |
| CS3 | Lenin | Big Data | I |
| CS4 | Padmaja | Python Programming | I |
σ course = "Big Data" (STUDENT)
| Studio | Name | Course | Year |
|---|---|---|---|
| CS1 | Kannan | Big Data | II |
| 2 | Lenin | Big Data | I |
PROJECT (symbol: II)
(i) The projection eliminates all attributes of the input relation but those mentioned in the projection list.
(ii) The projection method defines a relation that contains a vertical subset of Relation.
Example: 1
IIcourse (STUDENT)
Result:
| Course |
| Big Data |
| R language |
| Python Programming |
Example 2
IIstudent,course (STUDENT)
Result:
| Stud no | Course |
| CS1 | Big Data |
| CS2 | R language |
| CS3 | Big Data |
| CS4 | Python Programming |
UNION (Symbol: U)
(i) It includes all tuples that are in tables A or in B. It also eliminates duplicates. Set A Union Set B would be expressed as A U B
Example 3:
| Table A | |
|---|---|
| Studio | Name |
| CS1 | Kannan |
| CS2 | Lenin |
| CS3 | Padmaja |
| Table A | |
|---|---|
| Studio | Name |
| CS1 | Kannan |
| CS2 | Gowrishakaran |
| CS3 | Lenin |
Result:
| Table A | |
|---|---|
| Studio | Name |
| CS1 | Kannan |
| CS2 | Gowri Shakaran |
| CS3 | Lenin |
| CS4 | Padmaja |
SET DIFFERENCE (Symbol: -)
(i) The result of A - B, is a relation which includes all tuples that are in A but not in B.
(ii) The attribute name of A has to match with the attribute name in B.
Example: 4
using Table B Example 3
Result:
| Table A - B | |
|---|---|
| CS4 | Padmaja |
INTERSECTION (symbol: ∩) A ∩ B:
(i) Defines a relation consisting of a set of all tuple that are in both in A and B. However, A and.B must be union-compatible.
Example: 5
Using Table in Example 3
Result:
| Table A - B | |
|---|---|
| CS1 | Kannan |
| CS3 | Lenin |
PRODUCT OR CARTESIAN PRODUCT (Symbol: X)
(i) Cross product is a way of combining two relations. The resulting relation contains, both relations being combined.
(ii) A x B means A times B, where the relation A and B have different attributes.
(iii) This type of operation is helpful to merge columns from two relations.
3.
| Basis of Comparison | DBMS | RDBMS |
|---|---|---|
| Expansion | Database Management System | Relational Database Management System |
| Data storage | Navigational model ie data by linked records | Relational model (in tables). ie data in tables as row and column |
| Data redundancy | Exhibit | Not Present |
| Normalization | Not performed | RDBMS uses normalization to reduce redundancy |
| Data access | Consumes more time | Faster, compared to DBMS. |
| Keys and indexes | Does not use. | used to establish relationship. Keys are used in RDBMS. |
| Transaction management | Inefficient, Error prone and insecure | Efficient and secure |
| Distributed Databases | Not supported | Supported by RDBMS. |
| Example | Dbase, FoxPro. | SQL server, Oracle, mysql, MariaDB, SQLite. |
4.
Types of relationships:
(i) One-to-One Relationship
(ii) One-to-Many Relationship
(iii) Many-to-One Relationship
(iv) Many-to-Many Relationship
(i) One-to-One Relationship:
In One-to-One Relationship, one entity is related with : only one other entity. One row in a table is linked with only one row in another table and vice versa.
For example: A student can have only one exam number
(ii) One-to-Many Relationship.
In One-to- Many relationship, one entity is related to many other entities. One row in a table A is linked to many rows in a table B, but one row in a table B is linked to only one row in table A.
For example: One Department has many staff members.
(iii) Many-to-One Relationship:
In Manyto- One Relationship, many entities can be related with only one in the other entity.
For example:
A number of staff members working in one Department.
Multiple rows in staff members table is related with only one row in Department table.
(iv) Many-to-Many Relationship:
A manyto- many relationship occurs when multiple records in a table are associated with multiple records in another table.
(i) Example 1:
Customers and Product
Customers can purchase various products and Products can be purchased by many customers
(ii) Example 2:
Students and Courses
A student can register for many Courses and a Course may include many students
(iii) Example 3:
Books and Student.
Many Books in a Library are issued to many students.
5.
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Tamilnadu Stateboard 12th Standard Subjects

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Chemistry

Physics

Biology

Computer Science

Business Maths and Statistics

Economics

Commerce

Accountancy

History

Computer Applications

Biology

Computer Technology

Computer Applications

Computer Science

Business Maths and Statistics

Commerce

Economics

Maths

Chemistry

Physics

Computer Technology

History

Accountancy

Tamil

English

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