There are only 40 seats available in BHU MSc Stat. two yrs course , and eligibility is graduation with statistics with minimum 50%.

There are 120 questions for 360 marks. Scoring 190+ will be enough to get admission.

The syllabus for entrance exam is as under:-

Probability

• Conditional Probability
• Unconditional Probability
• Approaches to probability - Classical approach to probability, Relative frequency approach to probability, Richard Von Mises approach to probability, Cramer and Kolmogorov’s approach to probability
• Sample Space - Discrete sample space, Continuous sample space
• Event - Operation of Event, Independent Events, Mutually Exclusive Events
• Random Experiment
• Trial
• Bayes's theorem and its application
• Random Variables
• Moment generating functions
• Probability generating functions
• Chesbyshev’s inequality and its application

Distributions

• Uniform Distribution
• Binomial Distribution
• Poisson distribution
• Geometric Distribution
• Hyper-geometric Distribution
• Continuous univariate distributions
• Normal Distribution
• Exponential Distribution
• Gamma and Beta Distribution

Types of Data

• Qualitative and quantitative Data
• Discrete and Continuous data
• Primary and Secondary data
• Presentation of Data
• Construction
• Diagrammatic
• Graphical representation
• Bar diagram
• Ogive diagram
• Histogram
• Frequency Polygon
• Measures of central tendency
• Dispersion
• Relative Dispersion
• Absolute Dispersion
• Bivariate Data
• Scatter diagram
• Correlation coefficient
• Rank correlation
• Spearman’s and Kendall’s measures
• Multivariate Data
• Multiple correlations in three variables
• Partial correlation in three variables
• Regression lines
• Regression coefficient
• Principal of least squares
• Analysis of Categorical Data

Sampling

• Random sample
• Point estimate of a parameter
• Concept of bias and standard error of an estimate
• Tests of significance based on Chi- square
• Testing for the mean and variance of Univarite
• Sample tests
• Use of central limit theorem for testing and interval estimation
• Fisher’s Z transformation
• Non- Parametric tests
• Wilcoxon- Mann- Whitney test
• Run- test
• Median- test

Sample Surveys

• Concept of population and sampling
• Census and sample survey
• Sample selection
• Sample size
• Non-Sampling error
• Simple random sampling
• Stratified random sampling
• Systematic sampling

Linear programming

• Elementary theory of convex sets
• General linear programming problems (LPP)
• Graphical and simplex method of solving LPP
• Transportation Problems
• Assignment problems

Introduction to computers

• Basic set of an electronic computer
• CPU
• Input devices
• Output devices
• Need of computers in statistics
• Binary number system
• Machine
• Language
• Basic commands to operate a computer
• Ms- Office Tools

Demographic Methods

• Sources of demographic data
• Measurement of mortality
• Measurement of fertility
• Economic statistics
• Index number
• Simple aggregative methods
• Weighted average methods
• Lasperey’s, Passche’s and Fisher’s index numbers

Time series Analysis

• Economic time series
• General theory of control charts
• Process control chars for variables (X, R and S Charts)
• Control chart for attributes (np, p and c charts)
• Hypothesis
• Statistical hypothesis
• Simple and composite hypothesis
• Statistical hypothesis
• Null and alternative hypothesis
• Parameter models
• Parameter space
• Point Estimation
• Interval estimation
• Concepts of confidence interval and confidence coefficient.

Hi Parshav,

If you want to prepare for B.Arch mathematics in 1 month then it is very important that you should have strong hold in the basics. You should have learned the important formulas to make a strong grip on the foundation. If you are weak in this section then you have to do a lot of hard work but it is possible.

1. Start by understanding the syllabus and the question pattern. You can take help from previous year papers.

2. Try to learn the basics and formulas as fast as you can. You can eliminate some topics according to your need.

3. Solve the questions first seeing the solution to understand the steps then try to solve other question without getting any help.

4. Try the shortest possible way to solve MCQ questions to save time.

5. You don't have the luxury to chill but you should take rest in between you practice to cool your mind for other brainstorming session.

6. But most important, do this only if you really want to do. Doing things half-heartedly will only mess up everything.

*Important chapters to prepare:

Complex Numbers, Sets, Matrices and Determinants, Differential Equation, Permutation Combination, Three Dimensional Geometry, Vector Algebra, Sequence and Series, Integral Calculus.

These chapter are very important so try to work on these as soon as possible.

Wish you good luck for future.

The official website for NEET 2020 is neet.nta.ac.in. You can find the official brochure, important dates here. The online applications will be open from December 2nd, 2019.  Based on years of observation and analysis, there has been a derivative reached about which topics might be important for NEET and which topics will carry more weightage. It has been compiled and it can be accessed at our page: https://medicine.careers360.com/articles/neet-chapter-wise-weightage-and-important-topics

Dear Aspirant,

Here are some important topics which will help you in your examination

PHSYICS

Oscillation and waves

Rotational motion

Magnetic effect of current

Newton laws motion

Electrostatic

Current electricity

CHEMISTRY

Equilibrium

Chemical kinetics

Solid state

Chemical bonding

S block

Pbkock

Transition elements

Carbonyl compounds

MATHEMATICS

Integrals

Probably

Reasoning

Vector

Conic section

Straight lines

Sets

You can also visit the below link to check important dates, syllabuses and other important knowledge regarding Jee mains 2020

https://engineering.careers360.com/articles/jee-main-2020/amp

Thanks

All the very best

Hi Sampath,

JEE-Mains is a very competitive examination and requires a lot of hard work to crack. The Maths part especially takes a lot of practice to perfect. However, there are a few topics in which you can score more marks and take less time to study. These are:

• Complex Numbers
• Co-ordinate Geometry
• Vectors, 3-D, Planes, Lines
• Sequences And Series
• Matrices And Determinants

If you practice these chapters enough, you can easily score more than 60% marks in Maths.