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please tell latest pattern of math in ssc graduation level examination

HELLO....
There are following latest pattern of MATHEMATICS in SSC CGL Exam:-
1. Algebra :Algebra of sets, relations and functions, Inverse of a function, equivalence relation.The systemof complex numbers, De Moivere’s Theorem and its simple applications. Relation between roots and co-efficients of a polynomial equation–Evaluation of symmetric function of roots of cubic and biquadratic equation.

2.Algebra of Matrices: Determinants, Simple properties of determinants, Multiplication of determinants of orders two and three, Singular and non-singular matrices. Inverse of a matrix, Rank of a matrix and application of matrices to the solution of linear equations ( in three unknowns ). Convergence of sequences, and series, tests of convergence of series with positive terms, Ratio, Root and Gauss tests.
3. Analytic Geometry: Straight lines, Circles, System of circles, parabola, ellipse and hyperbola in standard form and their elementary properties, Classification of curves second degree.

4. Differential Equation: First order differential equation. Solution of Second and higher order linear differential equations with constant coefficients and simple applications.

5. Differential and Integral Calculus: Limit, continuity and differentiability of functions, successive differentiation,derivatives of standard functions, Rolle’s and Mean-
value Theorems, Maclaurins and Taylor’s series ( without proof) and their applications, Maxima and Minima of functions of one and two variables. Tangents and Normals,
Curvature, Partial differentiation, Euler’s theorem for homogeneous function, Tracing of curves. Standard methods of integration, Riemann’s definition of definite integral, fundamental theorem of integral calculus, quadrature, rectification, volumes and surface area of solids of revolution.

6. Statistics: Frequency distributions, Measures of central tendency, measures of dispersion, Skewness and Kurtosis, Random variables and distribution function, Discrete distributions, Binomial and Poisson distribution,continuous distributions, Rectangular, Normal and Exponential distributions, Principles of least squares,correlation and regression, Random Sampling, random numbers, Sampling of attributes, Large Sample te
sts for mean and proportion, Tests of significance based on t, F and Chi-squaredistributions.

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