JMMC Bose Einstein Scholarship Test Syllabus 2023 JMMC BEST Exam Pattern PDF Download. The JMMC Research Foundation released a web notification for BEST 2023 Examination. Officials invited all the eligible students to apply for JMMC Bose Einstein Scholarship Test Registration 2022. Interested applicants have registered and looking for the Bose Einstein Scholarship Test BEST 2023. With this article, we are discussing about the JMMC Research Foundation BEST Syllabus Pattern 2023.
Stage of Selections:
MTA
MTB
MTC
JMMC Bose Einstein Scholarship Test Syllabus 2023
The JMMC Research Foundation scheduled the Bose Einstein Scholarship Test. Only the student of Classes 05th 06th 07th 08th 09th 10th 11th 12th and 13th (Graduation) are allowed to apply and attend the examination. Qualified candidates in the examination will get scholarship and get prize money for their education usage. For the student use official have provided the Syllabus Pattern in the official web notification pdf file.
MTA Exam Pattern
Exam Duration: 36 Minutes
Type of Questions: Multiple Choice
Marks for Each Correct Answer: 05 Marks
Negative Marks: No
MTB Exam Pattern
Duration: 36 Minutes
No of Questions: 09
Marks for Each Question: 10 marks
Negative Marks: 05 Marks is applicable
JMMC Bose Einstein Scholarship Test BEST 2023 Syllabus Pattern
| Organization Name | JMMC Research Foundation |
| Official Website | mathjmmc.in |
| Exam Name | JMMC BEST Examination 2022 |
| BEST Means | Bose Einstein Scholarship Test |
| Category | Syllabus |
| Location | West Bengal, Kolkata. |
| Mode of Exam | Online / Offline |
| Article of Interest |
| JMMC Bose Einstein Scholarship Test 2023 |
JMMC Bose Einstein Scholarship Test Syllabus 2022 Pre- foundation Level ( Class -V, VI, VII, VIII)
Class V
Number System
Arithmetic
Mensuration
Plane Geometry
Quantitative Aptitude & Logical Reasoning
Set Theory
Basic Algebraic Formula
Class VI
Number System
Set Theory
Surds & Indices
Arithmetic
Mensuration
Plane Geometry
Basic Algebraic Formula
Quantitative Aptitude & Logical Reasoning
Transformation Geometry
Class -VII
Number Theory
Equations & Inequations
Surds & Indices
Arithmetic
Mensuration
Plane Geometry
Logarithm
Quantitative Aptitude & Logical Reasoning
Transformation Geometry
Class -VIII
Number Theory
Equations & Inequations
Surds & Indices
Arithmetic
Mensuration
Plane Geometry
Logarithm
Quantitative Aptitude & Logical Reasoning
Transformation Geometry
Set Theory
Syllabus for Intermediate Level ( Class -IX, X, XI, XII)
Class IX
Number Theory
Theory of Equation
Polynomials
Mathematical Induction
Inequaliy
Logarithm
Plane Geometry
Quantitative Aptitude & Logical Reasoning
Mensuration
Arithmetic
Trigonometry & It’s applications
Transformation Geometry
Class -X
Number Theory
Theory of Equation
Polynomials
Mathematical Induction
Inequaliy
Logarithm
Progressions
Plane Geometry
Quantitative Aptitude & Logical Reasoning
Set Theory
Arithmetic
Trigonometry & It’s applications
Transformation Geometry
Class XI
Number Theory
Polynomials
Theory of Equations
Inequality
Mathematical Induction
Complex Numbers
Set Theory
Relation
Mapping
Logarithm
Determinants
Trigonometry
Plane Geometry
Dimensional Co-ordinate Geometry
Calculus in one variable
Class -XII
Number Theory
Polynomials
Theory of Equations
Inequality
Mathematical Induction
Complex Numbers
Set Theory
Relation
Mapping
. Binary Operation
Series & Sequence
Logarithm
Matrices
Determinants
Trigonometry
Plane Geometry
Dimensional Co-ordinate Geometry
Dimensional Co-ordinate Geometry
Calculus in one variable and it’s applications
Probability & it’s distributions
Vectors
Permutation & Combinations
Binomial Theorem
Boolean Algebra
Statistics
Statics
Syllabus for Major Level (Graduation Class)
Classical Algebra
Linear Algebra
Abstract Algebra
Boolean Algebra
Plane Geometry
-Dimensional Co-ordinate Geometry
-Dimensional Co-ordinate Geometry
Transformation Geometry
Riemann Geometry
. Calculus in one variable and it’s applications
Several variable calculus and it’s applications
Real Analysis
Complex Analysis
Functional Analysis
Fourier Analysis
Probability-Statistics
Fuzzy Set
Set Topology
Statics
Particle & Rigid Dynamics
Fluid Mechanics
Tensor Calculus
Vector Analysis
Important Dates & Links
Application Process Ends On: 11th July 2023
MTA & MTB Exam Date: 16th July 2023
To Download JMMC BEST MTA MTB Syllabus Pattern: Click Here
