The **Bose Einstein Scholarship Test **is conducted for students from class 5th to 12th and Graduation level. “Mathematics is the language in which God has written the universe”. To encourage and gain excellence in Mathematics JMMC Research Foundation is organizing a Math Talent Search examination **Bose Einstein Scholarship Test 2023** for all Indian students in Association with international research Scholars and mentors who are established persons in many globally recognized universities and Research organizations, viz. LEED University, Berlin University, Oklahoma University. The student selected for the scholarship will get exposure to seminars workshops and Research-based projects wards scholarship has a duration of 12 months. On the basis of the result in this examination, the participants will receive rewards.

**Also Read:** **Allen Scholarship Test**

**Highlights Of Test**

Organized by | JMMC |

Name of Scholarship | Bose-Einstein Scholarship Test |

Eligibility Criteria | Students from class 5th to 12th & Graduation level |

Rewards | INR 3,000/- |

Application Deadline | 1stbJanuary 2022 |

Official website | Bose Einstein |

**Objective of Bose Einstein Scholarship Test**

**“Mathematics is the language in which God has written the universe”.**

The main motive to launch the **Bose Einstein Scholarship Test 2022** is to encourage and gain excellence in mathematics for the students from class 5th to 12th and graduation level. JMMC launched the scholarship test in Association with international research Scholars and mentors who established persons in many globally recognized universities and research organizations.

**Syllabus for Bose Einstein Scholarship Test**

**Syllabus for Pre- foundation Level ( Class -V)**

1. Number System

2. Arithmetic

3. Mensuration

4. Plane Geometry

5. Quantitative Aptitude & Logical Reasoning

6. Set Theory

7. Basic Algebraic Formula

**Syllabus for Pre- foundation **L**evel ( Class -VI)**

1. Number System

2. Set Theory

3. Surds & Indices

4. Arithmetic

5. Mensuration

6. Plane Geometry

7. Basic Algebraic Formula

8. Quantitative Aptitude & Logical Reasoning

9. Transformation Geometry

**Syllabus for Foundation Level ( Class -VII)**

1. Number Theory

2. Equations & Inequalities

3. Surds & Indices

4. Arithmetic

5. Mensuration

6. Plane Geometry

7. Logarithm

8. Quantitative Aptitude &

Logical Reasoning

9. Transformation Geometry

**Syllabus for Foundation Level ( Class -VIII)**

1. Number Theory

2. Equations & Inequalities

3. Surds & Indices

4. Arithmetic

5. Mensuration

6. Plane Geometry

7. Logarithm

8. Quantitative Aptitude & Logical Reasoning

9. Transformation Geometry

10. Set Theory

**Syllabus for Intermediate Level ( Class -IX))**

1. Number Theory

2. Theory of Equation

3. Polynomials

4. Mathematical Induction

5. Inequality

6. Logarithm

7. Plane Geometry

8. Quantitative Aptitude & Logical Reasoning

9. Mensuration

10. Set Theory

11. Arithmetic

12. Trigonometry & Its applications

13. Transformation Geometry

**Syllabus for Intermediate Level ( Class -X)**

1. Number Theory

2. Theory of Equation

3. Polynomials

4. Mathematical Induction

5. Inequality

6. Logarithm

7. Progressions

8. Plane Geometry

9. Quantitative Aptitude & Logical Reasoning

10. Mensuration

11. Set Theory

12. Arithmetic

13. Trigonometry & Its applications

14. Transformation Geometry

**Syllabus for Upper Intermediate Level (Class -XI)**

1. Number Theory

2. Polynomials

3. Theory of Equations

4. Inequality

5. Mathematical Induction

6. Complex Numbers

7. Set Theory

8. Relation

9. Mapping

10. Series & Sequence

11. Logarithm

12. Determinants

13. Trigonometry

14. Plane Geometry

15. 2 Dimensional Coordinate Geometry

16. Calculus in one variable

17. Probability

18. Vectors

19. Permutation & Combinations

20. Binomial Theorem

21. Statistics

22. Dynamics

23. Transformation Geometry

**Syllabus for Upper Intermediate Level (Class -XII)**

1. Number Theory

2. Polynomials

3. Theory of Equations

4. Inequality

5. Mathematical Induction

6. Complex Numbers

7. Set Theory

8. Relation

9. Mapping

10. Binary Operation

11. Series & Sequence

12. Logarithm

13. Matrices

14. Determinants

15. Trigonometry

16. Plane Geometry

17. 2 Dimensional Coordinate Geometry

18. 3 Dimensional Coordinate Geometry

19. Calculus in one variable and its applications

20. Probability & its distributions

21. Vectors

22. Permutation & Combinations

23. Binomial Theorem

24. Boolean Algebra

25. Statistics

26. Statics

27. Dynamics

28. Transformation Geometry

**Syllabus for Major Level (Graduation Class)**

1. Classical Algebra

2. Linear Algebra

3. Abstract Algebra

4. Boolean Algebra

5. Plane Geometry

6. 2-Dimensional Coordinate Geometry

7. 3-Dimensional Coordinate Geometry

8. Transformation Geometry

9. Riemann Geometry

10. Calculus in one variable and its applications

11. Several variable calculi and their applications

12. Real Analysis

13. Complex Analysis

14. Functional Analysis

15. Fourier Analysis

16. Probability-Statistics

17. Fuzzy Set

18. Set Topology

19. Statics

20. Particle & Rigid Dynamics

21. Fluid Mechanics

22. Tensor Calculus

23. Vector Analysis

24. Astronomy

25. Graph Theory

26. Metric Spaces

27. Set Topology

**Bose Einstein Scholarship Test Reward**

- Bose-Einstein Scholarship will provide an amount of
**INR 3000/-**per month to the Scholars. - The scholarship amount will be INR 2000 per month and a one-time book grant of INR 3000.
- They will also receive exposure to seminars, workshops, projects, research-based project works, etc.

**BEST Eligibility Criteria**

- Students of classes 7th and class 8th can apply for the foundation level.
- The Students of class 9th and class 10th can apply for an intermediate level.
- Students of class 11th and class 12th can apply for an upper-intermediate level.
- For a major level, a candidate must be pursuing studies at the undergraduate level.

**Bose-Einstein Scholarship Test Selection Procedure**

It is a 3-step selection process. The test will be held in Kolkata.

- The first stage is BEST-MTA (12 noon – 1 p.m.). The Multiple Choice Questions(MCQ) type questions will be asked in the exam. The exam will contain 10 questions on Mathematics.
- The second stage is BEST-MTB (1:30 p.m. – 2:30 p.m.). The question paper comprises subjective type questions. It contains 4 questions on Mathematics.
- The interview is the third process of selection. Students selected for the test will be called for an interview.

**Bose-Einstein Scholarship Test Important Dates**

Bose-Einstein Scholarship Test 2022 application form has been available since 31 Aug 2021. Check below all the important dates of this scholarship:

- Application deadline – 1st January 2022
- Exam date – 31st January 2022
- Declaration of merit list – 5th March 2022
- Interview held on – 12th April 2022
- Declaration of winners – 15th September 2022

**Also Read: Resonance Scholarship Test **

**Application Procedure for Bose-Einstein Scholarship Test 2022**

- For online registration first, you have to visit the
**Bose Einstein website**of JMMC Bose-Einstein Scholarship Test.

- On the homepage, you have to click on the
**“Apply now”**button for registration. - The registration page will appear on your screen where you have to enter your
**personal details,**and**educational****information**or upload the required documents, then click on the submit button. - You have to pay the amount of Rs- 600 for registration in online mode.
- By doing these easy steps you can easily apply for the
**Bose-Einstein Scholarship Test.**

**Procedure to Apply under Bose-Einstein Scholarship Test in Offline Mode**

- The students who want to apply for the application form offline can visit the JMMC Research Foundation office in person or by sending a self-addressed envelope with a postal stamp of INR 10/-.
- The applicants need to pay the application fees of INR 600/-. Offline applicants have to pay a fee through DD drawn in favor of JMMC Institution.
- The completely filled application form along with the demand draught must be raised to the following address:
- Jmmc Research Foundation B. Biswas- 333/C, Jessore Road, Kolkata- 70089