Page 3 of 4
Maths
Algebra: In algebra, we may expect upto 13 marks from this topic.
 Functions  Type of Functions  Algebra of real valued functions : An Important Chapter, 1 or more bits expected from this topic
 Mathematical Induction and Applications : No bit is expected directly from this chapter. But its principles may be useful later.
 Permutations and Combinations  Linear and Circular Permutations  Combinations : 34 Questions Expected. Concentrate on standard models.
 Binomial Theorem  For a positive Integral Index  For any Rational Index  Applications  Binomial Coefficients : 2 bits expected on binomial theorem. Also, this topic has its extension in Engineering. So worthy to concentrate on it.
 Partial Fractions : May not be directly but its applications are highly useful in complex arithmatic problem solving.
 Exponential and Logarithmic Series : 1 Question is expected from this topic.
 Quadratic Expressions, Equations and Inequations in one variable : 23 Problems expected from this topic. Problems involving calculation of number of +ve and ve roots need much attention.
 Theory of Equations : 12 Problems expected from this topic.
 Matrices : One of the most easiest topic of all and 100% marks can be scored in this topic with little concentration.. 34 bits are expected from all the Matrices related topics.
 Complex Numbers and their Properties : A topic having great importance in AIEEE. 12 bits are expected from this
Trignonometry: A total of 1217 bits are expected from all the topics in trigonometry (including applications)
 Trigonometric functions  Graphs Periodicity : Can expect 1 bit from this topic
 Trigonometric Ratios of Compound Angles, Multiple and Sub Multiple Angles : 12 bits are expected
 Trigonometric Equations : 2 bits are expected from this topic
 Inverse Trigonometric Functions : 12 bits can be expected. More emphasis must be laid on basic formulae.
 Hyperbolic and Inverse Hyperbolic Functions : 2 bits are expected. Concentrate more on the formulae.
 Properties of Triangles : 12 bits can be expected.
 Heights and Distances (in 2D plane) : 1 bit is for sure and it will be very easy if you know the basics.
Vector Algebra: 1013 bits are expected in all from this whole topic
 Algebra of Vectors : We may expect 34 problems from the topics of Vector Equations, Plane Equations etc
 Scalar and Vector Product of two vectors and applications : 34 bits are expected on this topics including a theory bit.
 Scalar and Vector triple products  Scalar and Vector products of four vectors : 3 bits expected.
Probability: 1215 Bits are expected from this topic. It is an interesting topic if understood. Can turn into a nightmare otherwise.
 Random Experiments  Sample Space  Events  Probability of an Event  Addition and Multiplication Theorems of probability  Baye's Theorem : 56 problems expected from these topics. Concentrate more on standard problems.
 Random Variables  Mean and Variance of a Random Variable  Binomial and Poisson Distributions : Theory bits are expected. In the Engineering point of view, these topics have a major role to play in scientific calculations and estimations. So read it for knowledge purpose.
Coordinate Geometry: A few formulae and their applications skill will fetch you 15 marks from this topic.
 Locus  Translation of Axes  Rotation of Axes : 1 bit is expected.
 Straight Line  Pair of Straight Lines  Circles  System of Circles  Conics  Parabola  Hyperbola  Equations of tangent  Normal and Polar at any point of these conics : 56 bits are expected from all these topics. A little understanding of the fundamentals and good memory of the formulae helps you in gaining these 5 or 6 marks easily.
 Polar Coordinates : 1 bit is expected
 Coordinates in 3D  Distance between two points in space  Section formula and Applications : We expect 2 bits from these topics
 Direction Cosines and Direction Ratios of a line  Angle between two lines : 1 bit is expected.
 Cartesian Equation of a Plane : 1 bit may be expected
 Sphere  Cartesian Equation  Center and Radius : 1 bit is expected.
Calculus: 1114 marks are surely expected from this chapter.
 Functions  Limits  Continuity : 1 Mark Expected
 Differentiation  Methods of Differentiation : 1 or no bit is expected directly.
 Successive Differentiation  Leibnitz's theorem and applications : 1 bit may be expected and it can be a theory bit.
 Applications of Differentiation  Partial Differentiation including Euler's Theorem on homogeneous functions : 1 or no bit is expected.
 Integration  Methods of Integration : Heart of Calculus, 23 problems are expected on integrations and they can be a bit complex to solve. Concentrate on Integration Formulae.
 Definite Integrals and their Applications to areas  Reduction Formulae : 12 bits are expected.
 Numerical Integration  Trapezoidal and Simpson's Rules : 12 Problems may be asked
 Differential Equations : This is another important topic for future and we can expect 45 bits.
Chemistry in Next Page
