Permutations and Combinations EAMCET BITS

I have applied for Engineering, Agriculture and Medical Common Entrance Test (EAMCET) 2014 but I am so weak in Permutations And Combinations . Would you please provide me last 10 years Practice Bits for EAMCET so I will get idea about Questions and after solving them I will get confidence ?

Hi I would like to know the syllabus of the mathematics for different chapters in Permutations and Combinations for the EAMCET BITS?

[Kiran Chandar]

The syllabus of the mathematics for different chapters in Permutations and Combinations for the EAMCET BITS is as follows:

Please find the questions for the Mathematical Induction chapter of the EAMCET BITS examination

Question for Mathematical Induction chapter of the EAMCET BITS examination




Please find the questions for the Trigonomentry Functions chapter of the EAMCET BITS examination

Question for Trigonomentry Functions chapter of the EAMCET BITS examination





Mathematics Course details:

First Year Course
1. Algebra
Functions
Mathematical Induction

2. Vector Algebra
Addition of Vectors
Scalar (Dot) Product of two vectors
Vector (Cross) Product of two vectors
Triple Product and Product of four vectors

3. Trigonometry
Trigonometric Functions
Compound Angles
Multiple and Sub Multiple Angles
Transformations
Periodicity, Variation and Graphs
Trigonometric Equations
Inverse Trigonometric Equations
Hyperbolic Functions
Properties of Triangles
Heights and Distances
Complex Numbers
De Moivere's Theorem and Trigonometric Expansions

4. Co-Ordinate Geometry
Co-Ordinate System
Locus
Change Of Axes
Straight Lines
Pair of Straight Lines
Three-D (3D) Geometry
Direction Ratios and Direction Cosines
Planes

5. Calculus
Limits
Continuity
Derivatives
Approximations and Small Errors
Rate of Change
Tangent and Normal
Maxima and Minima
Partial Differentiation

Second year Course
1. Algebra
Quadratic Equations, Expressions
Theory of Equations
Matrices, Determinants & System of Equations
Binomial Theorem
Permutations & Combinations
Partial Fractions
Exponential & Logarithmic Functions

2. Co-Ordinate Geometry
Circles
System of Circles
Parabola
Ellipse
Hyperbola
Polar Co-Ordinates

3. Calculus
Indefinite Integration
Successive Differentiation
Definite Integration
Areas, Numerical Integration
Differential Equations

4. Probability
Addition Theorem, Multiplication Theorem Applications
Random, Binomial & Poisson Distributions