Unit No. |
Topics Covered |
01 |
Basic mathematics used in Physics, Vectors, Unit & Dimensions; Kinematics |
02 |
Laws of motion and Friction, Work, Energy & Power. (Electronics & Principle of Communication) |
03 |
Centre of Mass & Collisions and Rotational Motion. |
04 |
Gravitation and Fluid Mechanics. |
05 |
Thermal Physics. |
06 |
SHM and Wave Motion. |
07 |
Electrostatics; Capacitors. |
08 |
Current electricity. |
09 |
Magnetic effect of current and Magnetism. |
10 |
Electromagnetic Induction (EMI), Alternating current (AC). |
11 |
Ray optics and optical Instruments, Wave optics (Nature of Light & Interference). |
12 |
Atomic and Nuclear Physics, Practical Physics. |
CHEMISTRY |
Unit No. |
Topics Covered |
01 |
Mole Concept and Atomic Structure |
02 |
Periodic Properties & Chemical Bonding (Hydrogen, Polymers & Chemistry in Everyday Life) |
03 |
State of Matter (Gaseous State), Redox & Equivalent Concept |
04 |
s & p-Block Elements |
05 |
Organic Nomenclature & Basic Principles-Isomerism, GOC |
06 |
Chemical Thermodynamics & Thermochemistry |
07 |
Chemical Equilibrium, Ionic Equilibrium, Acid-Base Theory |
08 |
Chemical Kinetics, Nuclear Chemistry, Electrochemistry and Solution |
09 |
Transition Element and Metallurgy |
10 |
Alkane, Alkene, Alkyne, Aromatic Hydrocarbon |
11 |
Organic Compound Containing Halogen, Oxygen and Nitrogen |
12 |
Solid State, Surface Chemistry, Carbohydrates, Amino Acids & Peptides,
Practical Organic Chemistry, Principles of Qualitative Analysis |
MATHS |
Unit No. |
Topics Covered |
01 |
Logarithms, Quadratic Equations,T rignometric Ratios and Identities |
02 |
Matrices & Determinants and Trigonometric Equations, Solution of Triangles
(Linear inequilities, Set & Relation, Principle of Mathematical Induction, Statistics and Mathematical Reasoning) |
03 |
Functions and Inverse Trignometric Function |
04 |
Differential Calculus (Limit, Continuity, Differentiability, Differentiation) |
05 |
Point, Straight Line & Circle |
06 |
Indefinite & Definite integration |
07 |
Sequences and Series, Application of Derivatives (Maxima & Minima, Monotonicity, Tangent & Normal) |
08 |
Area under the curve and Differential Equations |
09 |
Parabola, Ellipse & Hyperbola |
10 |
Vectors and Three Dimensional geometry |
11 |
Binomial Theorem and Complex Numbers |
12 |
Permutation & Combination and Probability |