WB JELET Syllabus

Hii sir, I wants to give the JELET Entrance Exam of the WBJEE Will you Please provide me the Syllabus of the JELET Entrance Exam ?

[sumit]

JELET stands " Joint Entrance Exam for Lateral Entry Test (JELET) was conduct by the WBJEE ( West Bengal Joint Entrance Exam Board )


Eligibility :

Candidate must be a citizen of India.
Candidates must have qualified Diploma examination with at least 45% (40% for SC/ST) marks from an AICTE approved institution.
(or)
There is no age restriction to appear for JELET exam for Diploma holders of Engineering.


Syllabus of the JELET Exam


MATRIX & VECTOR
Matrix - Definition - Order of a matrix - Leading element - Principal diagonal. Types of matrices - Null matrix - Square matrix - Identity matrix - Upper and lower triangular matrix - Symmetric matrix.

Determinant of a square matrix - Minors and cofactors - Procedures for evaluation -Properties of determinants (no deduction) -

Evaluation of determinant by Ohio’s method (4 th order) - Problems.
Concept of vector-Addition and subtraction of vectors- Multiplication of a vector by a scalar - Position vector of a point - Ratio formula -

Rectangular resolution of a vector - Dot and cross product - Geometrical interpretation -Distributive law -Applications.

NUMERICAL METHODS
Meaning of interpolation - Difference table - Newton’s forward interpolation formula (no deduction) - Problems.

Introduction to numerical integration - Formulae for composite trapezoidal and Simpson’s 1/3 rule (no deduction) - Related problems.

Numerical solution of non-linear equations - Formula for Newton-Raphson method (no deduction) - Problems.Numerical solution of system of linear equation - Gauss-Elimination Method (no deduction) - Problems.

DIFFERENTIAL EQUATIONS
Definition - Order and degree of a differential equation - Differential equations of 1st order and 1st degree - Separation of variables –

Problems.Homogeneous differential equations - Equations reducible to the homogeneous form - Problems.Exact differential equations - equations reducible to the exact form - problems. Linear equations - Bernoulli’s equations.

Differential equations of 2nd order with constant co-efficients - Complementary function and particular integral - Problems

PARTIAL DIFFERENTIATION
Function of two or more variables - Definition and meaning of partial derivatives (1st \ order). Homogeneous functions - Euler’s
theorerrTon homogeneous functions (no deduction) - Problems.

PROBABILITY AND STATISTICS
Introduction - Random experiment - Sample space - Events. Classical and axiomatic definition of probability. Addition and multiplication theorem - Related problems.Statistics - Frequency distribution.

Measure of central tendency - Mean - Median - Mode - Standard deviation - Simple problems