## Seniors score board book

Learn what you needâ€¦avoid year long tuitionsâ€¦
Maths, Physics & Chemistry modules for

**CBSE, ISC & INTERMEDIATE**
Enrol in our proven training programs

**score high **in

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**Tech-schools**

Basic modules for

**Boards** & advanced training for

**IIT-JEE AIEEE BITSAT**

25 Students per batch, early morning & evening classes,

**1472** PAGE students got admission offers from top-tech schools like

**IITS, NITs, BITS Pilani** and

others like Amrita, Dhirubai, Karunya, Kalinga, LNMittal, Manipal, SRM, Symbiosis since year 2004

For complete details contact : Ameerpet Centre

**www.pageacademy.com**
**Smart students seek our services**
Modular learning helps student address his/her weak areas and
extend flexibility to choose topics without being repetitive after
long school or college working hours.

PAGE lends a new dimension to the classroom coaching in
terms of flexible, cost effective content delivery to the specific
Besides giving students a distinct advantage of high scores in

**board exams**, the modular learning ensures the right

foundation to tackle

**admission tests of Top Tech-schools. **

.

Score â€“ Boards

**A program for class XII / Senior Inter students**
A very basic course aiming at maximum score in Mathematics, Physics and Chemistry
in Intermediate, CBSE, ISC board examinations.

It's a unique modular teaching methodology designed exclusively to supplement your
school/college studies.

Score â€“ Boards students got admission offers from Anna university, SASTRA, SSN & UPES based on their Board examination performance.

Very High scores in Board Examination matters a lot for students seeking admission in

**Features **
25 students per batch for personalized training.

Content delivery by senior teachers only.

Duration of module-35 sessions of each 1 hour duration.

Batch timings : 5 pm to 6 pm or 6 pm to 7 pm or 7 pm to 8 pm.

**Physics - 2 Modules Chemistry - 2 Modules Maths - 4 Modules**
Score board programme is flexible and students can enroll for 1 module / more than
1 module / 4 module at one point of the time.

**Multi**-

**Score**
It is an advanced integrated training program exclusively designed to tackle
admission tests of India's Top-Tech Schools.

But, just incase, you miss to get through one of those highest level ones like
IIT-JEE, you definitely have no reason to worry.
Our advanced course is so comprehensive that it covers all the relevant content
related to AIEEE, BITSAT and admission tests of Amrita, Dhirubhai Ambani,
GITAM, Kalinga, Karunya, LN Mittal, Manipal, SRM, Symbiosis, UPES & VIT.

For CBSE XII / ISC XII / Senior Inter Students only

**Features :**
4 level Class Room Practice Sheets Assignments, Chapter wise sheets
Mock testsfor IIT - JEE, AIEEE, VIT, AMRITA, SRM.

Manipal & Gitam online tests after respective board exams.

BITSAT, Logic & Language with 15 online tests
Top Tech Schools Admission processing & Selection counselling.

**Why **Score â€“ Boards

** program for 10 + 2 students?**
Score â€“ Boards programme helps to have a strong foundation at basic level with at most clarity in fundamentals which enhance students descriptive presentation skill to score
maximum in respective board exams. Now 10 + 2 is no more a qualifying exam for various
tech schools but many top tech schools admit students in Engineering on the basis of

**What is the philosophy of Multi**-

**Score and how it is planned?**
The course philosophy is very simple - focus on the fundamentals.
The

**Multi**-

**Score** program goes beyond the limitations of conventional test

preparation techniques and challenges the fundamental knowledge base. The sessions
take you through the fundamentals of Physics Chemistry and Mathematics through
relevant concepts and exercises to reinforce them. Only when you have a firm grasp of the
basics do the actual test preparation sessions unfold. At PAGE, each topic is introduced in
the depth and width it deserves with respect to its scope in board exams. This is followed
by exhaustive numerical problem-solving exercises on these topics. Students are
encouraged to first try on their own without the Instructors' assistance.

**Are all the Instructors experienced?**
At PAGE, it is the people behind the process that add value to your education. At PAGE,
you will be trained by people with expertise in relevant subjects and are in tune with the
latest exam patterns, they even solve the actual test on the test day, year after year to post
PAGE faculty do much more than teach, they guide and encourage students and help
them in realizing their maximum potential.

**How often do you evaluate students?**
Efficient time-management and smart study, is what matters most in doing well. We have
developed efficient evaluation methodology that lets you constantly assess your
examination strategies and benchmark your performance at respective board exams.

**Part tests**
To ensure that you remain totally in tune with class activities at all times, we conduct
weekly 90-minute tests. These are based on what was taught in the past week itself. A
score less than 65 in any of these 30-part tests imply that preparation at home requires
more diligence. Feedback is regularly conveyed to each student

**Mock Tests (or) Pre-Board tests**
These tests are modelled on the pattern of the respective board exams & competitive
exams like IIT-JEE, AIEEE & BITSAT. Results of these model tests give you a very
accurate picture of the real thing. Detailed subject-wise analysis is provided to every
student, to enhance his or her performance.

**Do you counsel students?**
Our core teams of teachers discharge the responsibility of counseling students.
Counseling enhances the performance of students and gives them that extra edge. Our
counselors play a vital role at different phases of a student's preparation. Systematic
tracking of performances, re-strategizing and regular reviews empower the students to

**MODULES FOR CLASS XII / SENIOR INTER STUDENTS**
**PHYSICS MODULE â€“ 1 **
**Learn what you need - If you have not followed the following topics at your **

school / college, we extend the flexibility to enrol for this module comprising

35 hours (Fee : Rs.5,000)
**Magnetism **
Concept of magnetic field, Oersted's experiment. Biot â€“ Savart law and its application to current

carrying circular loop. Ampere's law and its applications to infinitely long straight wire, force

between two parallel current â€“ carrying conductors-definition of ampere, straight and toroidal

solenoids. Force on a current-carrying conductor in a uniform magnetic field. Torque

experienced by a current loop in uniform magnetic field; moving coil galvanometer-its current

sensitivity and conversion to ammeter and voltmenter. Force on a moving charge in uniform

magnetic and electric fields. Cyclotron.

**Coulomb's Inverse Square Law :- **Definition of

Magnetic Field, Magnetic Lines of Force, Uniform and Non-Uniform Magnetic Fields.

**Couple **

Acting on a Bar Magnet Placed in a Uniform Magnetic Field :- Definition of Magnetic

Moment (M) of a Magnet.

**Magnetic Induction Due to a Bar Magnet on its Axial Line :- **

Magnetic Induction Due to a Bar Magnet on its Equatorial Line.

**Superposition of Magnetic **

Fields :- Tangent Law in Magnetism, Deflection Magnetometer.

**Comparison of Magnetic **

Moments :- Tan A position â€“ Equal Distance Method, Tan A Position â€“ Null Method, Tan B

Position â€“ Equal Distance Method, Tan B Position â€“ Null Method, Verification of Inverse Square

Law (Gauss Method).

**Vibration Magnetometer :- **Experimental determination of M and B .

**Types of Magnetic materials :- **Dia, Para and Ferromagnetism

**Electrostatics **
Charges â€“ Conservation of Charges, Additive Property of Charge. Coulomb's Law (Inverse

Square Law in Electrostatics), Permittivity of Free Space and Permittivity of Medium, The Force

between Two Point Charges.

**Force due to Multiple Charges â€“ Principle of Superposition. **

Electric Field :- Electric Lines of Force, Intensity of Electric field or Electric field strength (E),

Intensity of Electric Field (E) due to an Isolated Point Charge, Electric Intensity due to Multiple

Charges. Electrostatic Potential â€“ Definition, Electrostatic Potential due to a Single Point

Charge, Electrostatic Potential due to Multiple Charge System, Electrostatic Potential Energy

of a System of Charges, Relation between Electrostatic Potential (V) and Electric Intensity (E).

Electric Flux.

**Capacitance :- **Definition of Electrical Capacitance (Capacity) of a Conductor,

Definition of Condenser (or Capacitor), Parallel Plate Capacitor : Formula for Capactiance,

Dielectric, Dielectric Strength, Effect of Dielectric on the Capacitance of a Capacitor.

**Combination of Capacitors : Resultant Capacitance : **Capacitors in Series, Capacitors in

Parallel.

**Energy Stored in a Capacitor (or Condenser) :**- Effect of Dielectric on the Energy

Stored in a Capacitor (or Condenser).

**Types of capacitors and their uses. **
**Current Electricity **
Flow of Electric Charges in a Metallic Conductor, Drift Velocity (v ), Mobility (Ã¬), Relation
between Electric Current and Drift Velocity.

**Ohm's Law :- **Limitations of Ohm's Law, Ohmic

and Non-ohmic Conductors (Devices), Conductance (G). Specific Resistance or Resistivity
(Ã±), variation of Resistivity with Temperature, Variation of Resistance with Temperature,
Thermistor.

**Emf of a Cell :- **Internal Resistance, Terminal Voltage (V), Difference between

emf and potential difference, Back emf.

**Electrical Energy :- **Electrical Power.

**Kirchhoff's **
**Laws :- **Applications of Kirchhoff's Laws â€“ Wheatstone Bridge, Metre Bridge : Determination of

Resistance of a Conductor, Drawbacks with Metre Bridge.

**Potentiometer:-** Comparison of

emfs of two cells and determination of emf of a cell, Determination of Internal Resistance of a
Cell.

**Series and Parallel Combination of Cells :- **Derivation of Equivalent emf for series and

**Thermoelectricity**
**Seebeck Effect : - **Thermo emf, Thermoelectric Series.

**Peltier Effect :- **Peltier Coefficient (Ã°),

Application of Peltier Effect, Thomson Effect, Thomson's Coefficient (Ã³)

**Variation of Thermo **
**emf with Temperature **
**Electromagnetics **
**Oersted's Experiment :- **Ampere's Law, Intensity of Magnetic Inductin (B) near a Long

Straight Conductor, Biot â€“ Savart Law, Magnetic Field at the Centre of a Circular Coil Carrying
Current, Magnetic Induction 'B' Along the Axis of a Current Carrying Circular Conductor Coil.

**Tangent Galvanometer (TG) â€“ Its Principle and Working. Force on a Moving Charge in **
**Magnetic Induction B :- **Force on a Current Carrying Conductor in a Magnetic Field,

Flemings's Left Hand Rule, Force between Two Straight Parallel Current Carrying Conductors,
Definition of Ampere.

**Current Loop as a Magnetic Dipole :- **Magnetic Dipole Moment of a

Revolving Electron, Force and Torque on a Current Loop or Coil in a Uniform Magnetic Field.

**Principle, Construction and Working of a Moving coil Galvanometer :- **Comparison of

Moving Coil Galvanometer with Tangent Galvanometer, Conversion of Moving coil
Galvanometer into Ammeter and Voltmeter Conversion of Galvanometer into Ammeter,
Conversion of Galvanometer into Voltmeter.

**Electromagnetic induction :- **Magnetic Flux,

Induced emf â€“ Faraday's and Lenz's Laws, Fleming's Right Hand Rule.

**Self Induction :- **Self

Inductance, Mutual Induction, Mutual Inductance, Principle of Transformer.

**Growth and **
**Decay of Current in an Inductor :- **Growth and Decay of Charge in a Capacitor.

**Alternating **
**Current (ac). Alternating Voltage Applied to a pure Resistor, Pure Inductor and Pure **
**Capacitor :- **Through Pure Resistor Only, Through Pure Capacitor Only.

**Circuit Containing **
**Capacitance (C) and Resistance (R) in Series : **Through an Inductor and a Resistor in

Series, Circuit Containing Inductance (L) Capacitance (C) and Resistance (R) in Series

**PHYSICS MODULE â€“ 2**
**Learn what you need - If you have not followed the following topics at your **

school / college, we extend the flexibility to enrol for this module comprising

35 hours (Fee : Rs.5,000)
**Wave Motion**
Longitudinal and Transverse waves:- Equation for a Progressive wave, Principle of
Superposition of waves, Reflection of waves. Formation of waves on a Stretched string:- Laws
of Vibrating strings, Experimental verification of the Laws of vibrating strings by Sonometer.
Sound:- Speed of Sound in Solids, Liquids and Gases, Free and Forced Vibrations,
Resonance, Standing waves in Organ Pipes, Beats, Importance of Beats. Doppler Effect:-
Derivation of Relation for Apparent frequency. Echoes:- Absorption of Sound waves,
Reverberation, Reverberation Time, Fundamentals of Building Acoustics, Sabine's Formula

**Nature of Light:-** Newton's Corpuscular Theory of Light, Huygen's Wave theory,

Electromagnetic waves, Electromagnetic Spectrum.

**Huygens:-** Explanation of Reflection and

Refraction of Plane waves at a Plane surface, Explanation of Reflection of a Plane wavefront at
a plane surface, Explanation of Refraction of a plane wavefront at a plane surface.

**Refraction **
**Through a Prism:-** Derivation of Refractive index of material of Prism for Minimum deviation,

Critical Angle, Total Internal Reflection, Application of Total internal Reflection to Optical Fibres.

**Defects in Images:-** Spherical Aberration.

**Optical Instruments:-** Simple microscope,

Compound Microscope, Astronomical Telescope, Terrestrial Telescope.

**Construction of **
**Ramsden's and Huygens' Eyepieces with Ray Diagrams:-** Ramsden's Eyepiece, Huygens'

Eyepiece.

**Dispersion of Light:-** Disperisive power (Ã¹), Pure and impure spectra Conditions

for Obtaining Pure Spectrum, Different Kinds of Spectra, Absorption Spectra, Fraunhofer lines
and their significance, Significance of Emission and Absorption Spectra

**Dual Nature of Matter and Radiation**
Dual nature of radiation. Photoelectric effect, Hertz and Lenard's observations; Einstein's
photoelectric equation-particle nature of light. Matter waves-wave nature of particles, de
Broglie relation. Davisson-Germer experiment. Current loop as a magnetic dipole and its
magnetic dipole moment. Magnetic dipole moment of a revolving electron. Magnetic field
intensity due to a magnetic dipole (bar magnet) along its axis and perpendicular to its axis.
Torque on a magnetic dipole (bar magnet) in a uniform magnetic field; bar magnet as an
equivalent solenoid, magnetic field lines; Earth's magnetic field and magnetic elements. Para-,
dia â€“ and ferro â€“ magnetic substances, with examples. Electromagnets and factors affecting

**Atomic Physics **
**Discovery of Electron :- **Determination of Specific. Charge of an Electron â€“ Thomson

Method, Charge of the Electron â€“ Millikan's Oil Drop Method.

**Photoelectric **
**Effect â€“ **Experimental Study of Photoelectric Effect, Laws of Photoelectric Emission, Einstein's

explanation of Photoelectric Effect â€“ Einstein's Photoelectric Equation.

**Production of X-rays :- **
Coolidge X-ray Tube, X-ray Spectra, Moseley's Law.

**Compton Effect. Dual Nature of**
** Matter â€“ de Broglie Hypothesis **
**Nuclear Physics **
**Composition of Nucleus â€“ **Size of the Nucleus, Mass Defect and Binding Energy, Relation

between Mass Defect and Binding Energy, Natural Radioactivity, Alpha Radiation, Gama
Radiation, Properties of Alpha Rays, Properties of Beta Rays, Properties of Gamma Rays,
Radioactive Decay Law, Half Life of a Radioactive Substance Average Life of a Radioactive
Substance, Nuclear Forces, Artificial Transmutation of Elements, Discovery of Neutron,
Radioisotopes and Their Uses.

**Nuclear Fission :**- Chain Reaction, Principle and Working of a

Nuclear Reactor, Nuclear Radiation Hazards, Protective Shielding, Types of Reactors, Breeder
Reactors, Power Reactors, Uses of Nuclear Reactors.

**Nuclear Fusion :**- Energy of the Sun

and Stars, Carbon â€“ Nitrogen Cycle, Proton â€“ Proton Cycle, Elementary Particles.

**Semiconductor Devices**
**Intrinsic Semiconductors :- **Extrinsic Semiconductors, n-type Semiconductors, p-type

Semiconductors.

**Junction Diode :- **p-n Junction â€“ Depletion Layer and Barrier Potential,

Forward Bias, Voltage â€“ Current (V-I) Characteristics, Junction Diode as Rectifier, Half Wave
Rectifier, Full Wave Rectifier, Zener Diode, Zener Diode as Voltage Regulator.

**Transistors :- **
p-n-p Transistor, n-p-n Transistor, Transistor Configurations, Transistor Characteristics,
Transistor as Amplifier (CE Mode).

**Logic Gates : **AND gate, OR Gate, NOT Gate, NOR Gate,

**Communication System **
**Elements of a Communication System. Bandwidth of Signals (speech, TV and digital **
**data). Band width of transmission medium. Propagation of Electromagnetic Waves in **
**the Atmosphere :- **Ground Wave, Sky Waves, Space Wave.

**Modulation â€“ Need for **
**Modulation **
**CHEMISTRY MODULE â€“ 1**
** Learn what you need - If you have not followed the following topics at **

your school / college, we extend the flexibility to enrol for this module

comprising 35 hours (Fee : Rs.5,000)
**Solutions**
Classification of solutions. Dilute solutions, vapour pressure, Raoult's law, Limitations of
Raoult's law. Colligative properties. Elevation of Boiling points of solution of non-volatile
solution- Its relation to molar mass the solute. Depression of freezing point â€“ of solution of non-
volatile solute â€“ Its relation to molar mass. Osmosis and osmotic pressure â€“ theory of dilute
solutions. Determination of molar mass at a solute using colligative properties

**Solid State**
Classification of solids based on different binding forces as molecular, ionic, covalent solids,
and metallic solids. Treatment of metallic bond (elementary ideas) and metallic solids.
Amorphous and crystalline solids. Unit cell in two dimensional and three dimensional lattices.
Seven crystal systems, Bravas lattices. Bragg's equation; X-ray study of crystal structure,
Bragg's method. Calculation of density of unit cell, packing in solids; voids; number of atoms per
unit cell. Point defects â€“ Schottky and Frenkel defects. Electrical and magnetic properties

**Electrochemistry**
Conductance in electrolytic solutions. Specific and molar conductances â€“ variation of
conductance with concentration. Kohlrausch's law â€“ application and calculation of equivalent conductance of weak electrolytes. Electrolytes and non-electrolytes, redox, reactions, Electrolysis. Some typical examples of electrolysis. Faraday's laws of electrolysis and applications. Galvanic and voltaic cells. Representation and notation of electrochemical cells with and without salt bridge. Standard hydrogen electrode, electrode potentials, electrochemical series. EMF of the cell. Nernst equation and its application to calculate EMF of electrochemical cells. Primary cell â€“ dry cell/Lechlanche cell, secondary cells â€“ fuel cells â€“ H ,
O , fuel cell and hydrocarbon â€“ oxygen fuel cell. Corrosion â€“ mechanism, factors to promote
corrosion and prevention of corrosion passivity. Lead accumulator

**Chemical Kinetics, Chemical Equilibrium and Acids and Basis**
Concept of reaction rate, factors effecting reaction rates. Rate law, Units of rate constant. Order
and moleculatiry; Methods of determination of order of reaction. Integrated rate equations and half lives for zero and first order reactions. Collision theory of reaction rates (elementary ideas), concepts of activation energy. Equilibrium. Factors affecting equilibrium. Relation between Kp and Kc. Le Chatelier's principle, and its application to Industrial processes synthesis of Ammonia and Sulphur trioxide. Acids and Bases. Lewis theory, limitation of Lewis theory, Ionic equilibrium. Ionization of acids and bases, strong and weak electrolytes degree of ionization, ionic product of water. Concept of pH. Hydrolysis of salts, hydrolysis constant, buffer solutions, solubility product and common ion effect with illustrative examples

**Surface Chemistry**
Adsorption; physical and chemical adsorption, adsorption of gases on solids, factors
effecting it â€“ pressure (Langmuir and Freundlich Isotherms) and temperature. Catalysis â€“ types of catalysis, autocatalysis. Colloidal state : colloidal solution, protective collides and Gold number. Emusions, classification of emulsions, micelles, cleansing action of soap. Properties of colloids â€“ Tyndall effect, Brownian movement, Coagulation

**Thermodynamics**
Concepts of system, types of systems, surroundings, work heat, energy, extensive and
intensive properties, state functions. First law of thermodynamics. Heat capacity (C ) and specific heats. Exothermic and endothermic reactions. Enthalpies of bond dissociation, combustion, neutralization, formation, atomization, sublimation, phase transition, ionization and dilution. Thermo chemical equations. Hess's law of constant heat summation. Driving force for a spontaneous process. Thermodynamic representation of criteria of spontaneous process in terms of entropy. Entropy as a state function. Gibbs free energy, Gibbs free energy change for spontaneous non-spontaneous and equilibrium process

**Polymers**
Classification. Polymerization process. Natural rubber, vulcanization of rubber, synthetic
rubber. Molecular weights of polymers â€“ Number average and weight average molecular weights definition only. Biopolymers, biodegradable polymers. Some commercially important polymers

**Biomolecules**
Classification (aldoses and ketoses). Monosaccharides (glucose and fructose).
Oligosaccharides (sucrose, lactose, maltose). Polysaccharides (starch cellulose, glycogen). Importance of carbo hydrates. Elementary idea of a â€“ amino acids, peptide bond. Polypeptides, proteins. Structure of proteins (primary, secondary, tertiary and quaternary structures). Denaturation of proteins; enzymes. Classification. Functions in biosystems. Types of nucleic acids, primary building blocks of nucleic acids. Chemical composition of DNA & RNA. Primary structure of DNA and its double helix. Replication. Transscription and protein synthesis. Heridity â€“ the genetic code. Classification and structures of lipids. Functions in biosystems. Classification, structural features of Hormones. General biological functions at animal hormones

**Chemistry in everyday life**
Uses of chemical in medicine. Non-narcotics (Aspirin, Ibuprofen). Antipyretic (Analgin,
phenacetin and paracetamal). Tranquilizers (barbituric acid, Luminal, seconal, valium, serotonin). Antiseptics (Chloroxylenol, bithional), disinfectants (formain, Formaldehyde). Antimicrobials (lysozyme, lactic acid, hydrochloric acid in stomach). Anti fertility drugs (oral pills etc). Antibiotics (pencillin, chloramphenical, sulphadiazine). Antiacids (omeprazole, lansoprazole), antihistamines (histidine). Chemicals in food preservatives (sodium benzoate, sulphurdioxide, potassium metabisulphite etc). Artificial sweetening agents (Aspartame, alitane, sucralose)

** CHEMISTRY MODULE â€“ 2**
**Learn what you need - If you have not followed the following topics at your **

school / college, we extend the flexibility to enrol for this module

comprising 35 hours (Fee : Rs.5,000)
**p-Block elements : Group 15 Elements : (VA Group elements)**
Occurrence. General characteristics of hydrides, structure of hydrides. General characteristics
of oxides. General characteristics of halides. General characteristics of oxoacids of nitrogen.
Oxoacids of phosphours. Preparation and uses of nitric acid and ammonia. Super phosphate

**Group 16 Elements : (VIA Group Elements)**
Occurrence, electronic configuration, oxidation states. Physical states of oxygen and sulphur
and their structure, allotropy. General characteristics of hydrides, oxides and halides. Structural
aspects of oxyacids of chalcogens. Ozone, uses of ozone. Sodium thiosulphate. Sulphuric acid

**Group 17 Elements : (VIIA Group Elements)**
Occurrence, electronic configuration and oxidation states. Physical states of halogens. I.P.
values, electro negativity and electron affinity, bond energies, chemical reactivity, oxidizing
power of fluorine, chlorine. Structural aspects of oxy acids of chlorine. Preparation, properties
and uses of fluorine, chlorine and bleaching powder. Interhalogen compounds (structures only)

**Transition Elements**
General introduction, electronic configuration, Occurrence and characteristics of transition
metals. General trends in properties of first row transition metals

**Lanthanides**
Electronic configuration, different oxidation states. Chemical reactivity and lanthanide
contraction. Co-ordination compounds. Werner's theory of coordination compounds. Valence
bond theory â€“ shapes of coordination compounds. IUPAC nomemclature of mono molecular
coordination compounds. Bonding, Isomerism, EAN rule. Importance of coordination

**Organic Chemistry**
Nomenclature, nature of C-X bond. Ethyl chloride and chloroform : preparation, physical and
chemical properties. Mechanism of substitution reactions SN and Sn .Nomenclature and
Nature of C-X bond. Chlorobenzene substitution reactions (directive influence of halogen for
monosubstituted compounds only). Nomenclature, methods of preparation ethyl alchol.
Physical and chemical properties of primary alcohols. Identification of primary, secondary and
tertiary alcohols. Mechanism of dehydration. Uses of some important compounds â€“ (methanol
and ethanol). Nomenclature, methods of preparation of phenol. Physical and chemical
properties. Acidic nature of phenol. Electrophilic substitution reactions of phenols. Uses of
phenols. Nomenclature of ethers. Methods of preparation diethyl ether. Physical and chemical
properties, uses. Nomenclature of aldehydes and ketones. Nature of carbonyl group. Methods
of preparation of acetaldehyde and acetone. Physical and chemical properties. Mechanism of
nucleophiles addition reaction of carbonyl compounds. Reactivity of a hydrogen in aldehydes.
Nomenclature of carboxylic acids. Acidic nature. Methods of preparation of acetic acid.
Physical and chemical properties. Uses of acidic acid. Preparation, properties and uses at
Nomenclature of amines. Classifications. Structure, methods of preparation of aniline,
physical and chemical properties. Uses of Aniline. Identification of primary secondary and
tertiary amines. Preparation of diazonium salts. Chemical reactions and importance in
synthetic organic chemistry. Azodyes; uses

**MATHEMATICS MODULES FOR SENIOR INTER STUDENTS**
** MODULE â€“ 1**
**Learn what you need - If you have not followed the following topics at **

your school / college, we extend the flexibility to enrol for this module

comprising 35 hours (Fee : Rs.5,000)
**Partial Fractions**
Rational Fractions. Partial Fractions of
, when

*g*(

*x*) contains non-repeated

*f *(

*x*) when

*g*(

*x*) contains repeated and non-
repeated linear factors. Partial fractions of
when

*g*(

*x*) contains irreducible

**Quadratic Expressions**
Quadratic Expressions, Equations in one Variable. Sign of quadratic expressions,
change in signs and maximum and minimum values. Quadratic inequations

**Theory of Equations**
Relation between the roots and the coefficients in an equation. Solving an equation
when two or more of its roots are connected by certain relations. Equations with real coefficients â€“ occurrence of complex roots in conjugate pairs and its consequences. Transformations of equations â€“ Reciprocal equations

**Matrices**
Types of matrices. Scalar multiple of a matrix and multiplication of matrices.
Transpose of a matrix. Determinants. Adjoint and inverse of a matrix. Solutions of simultaneous

**Exponential and Logarithmic Series**
Infinite series and power series. Expansion of e for real x. Expansion of log (1+x),

**MODULE â€“ 2**
**Learn what you need - If you have not followed the following topics at **

your school / college, we extend the flexibility to enrol for this module

comprising 35 hours (Fee : Rs.5,000)
**Permutations and Combinations**
Linear and circular permutations. Permutations of

*n* dissimilar things taken

*r* at a time.
. Permutations when repetitions are allowed. Circular
Permutations. Permutations in which some are alike and the rest are different. Combinations. Certain theorems on combinations

**Bionomial Theorem**
Binomial theorem for positive integral index. Binomial theorem for rational index.

**Probability**
Random experiments and events. Classical definition of probability, axiomatic
approach and addition theorem of probability. Independent and dependent events Conditional probability, Multiplication theorem and Baye's theorem

**Random variables and Probability Distributions**
Random variables. Theoretical discrete distributions : Binomial and Poisson

** MODULE â€“ 3**
**Learn what you need - If you have not followed the following topics at your **

school / college, we extend the flexibility to enrol for this module

comprising 35 hours (Fee : Rs.5,000)
**Integration**
Integration as the inverse process of differentiation, standard forms and properties of
integrals. Integration by the method of substitution â€“ Integration of algebraic and trigonometric functions. Integration by parts â€“ Integration of exponential, logarithmic and inverse trigonometric functions. Integration of rational functions using partial fractions. Reduction Formulae

**Definite Integration**
The definite integral. Interpretation of definite integral as an area. The fundamental
theorem of integral calculus. Properties of definite integrals. Reduction formulae

**Numerical Integration**
Determination of plane areas involving second degree curves. Trapezoidal rule and

**Differential Equations**
Formation of differential equations â€“ Degree and order of an ordinary differential

**MODULE â€“ 4**
**Learn what you need - If you have not followed the following topics at **

your school / college, we extend the flexibility to enrol for this module

comprising 35 hours (Fee : Rs.5,000)
Equation of a circle. Positions of a point with respect to a circle â€“ Definition of a tangent.
Position of a straight line in the plane with respect to a circle. Equation of chord of contact and polar. Relative position of two circles. Sphere (3 dimensions)

**Systems of Circles**
Angle between two intersecting circles. Radical axis of two circles. Coaxial system of
circles. Orthogonal system of a coaxial system of circles

**Parabola**
Conic sections. Equation of tangent and normal at a point on the parabola. Pole and
Equation of ellipse in standard form, parametric equations. Equation of tangent and

**Hyperbola**
Equations of hyperbola in standard form â€“ Parametric equations. Certain important

**Polar Coordinates**
Polar coordinates relation between polar and Cartesian coordinates. Polar equations

** MATHEMATICS MODULES FOR CBSE CLASS XII STUDENTS**
** MODULE â€“ 1**
**Learn what you need - If you have not followed the following topics at your **
**school / college, we extend the flexibility to enrol for this module comprising **
**35 hours (Fee : Rs.5,000)**
**Relations and Functions **
Types of relations: reflexive, symmetric, transitive and equivalence relations. One to
one and onto functions. Composite functions, inverse of a function. Binary operations.

**Inverse Trigonometric Functions **
Definition, range, domain principle value branches. Graphics of inverse trigonometric
functions. Elementary properties of inverse trigonometric functions.

**Matrices **
Concept, notation, order, equality, types of matrices, zero matrix, transpose of a
matrix, symmetric and skew symmetric matrices. Addition, multiplication and scalar
multiplication of matrices, simple properties of addition, multiplication and scalar
multiplication. Non-commutativity of multiplication of matrices and existence of non-
zero matrices whose product is the zero matrix (restrict to square matrices of order

**Determinants **
Determinant of a square matrix (up to 3 Ã— 3 matrices), properties of determinants,
minors, co-factors and applications of determinants in finding the area of a triangle.
adjoint and inverse of a square matrix. Consistency, inconsistency and number of
solutions of system of linear equations by examples, solving system of linear
equations in two or three variables (having unique solution) using inverse of a matrix.

** MODULE â€“ 2**
**Learn what you need - If you have not followed the following topics at your **

school / college, we extend the flexibility to enrol for this module

comprising 35 hours (Fee : Rs.5,000)
**Calculus **
**Continuity and Differentiability **
Continuity and differentiability, derivative of composite functions, chain rule, derivatives of inverse trigonometric function, derivative of implicit function. Concept of exponential and logarithmic functions and their derivative. Logarithmic differentiation. Derivative of functions expressed in parametric forms. Second order derivatives. Rolle's and Lagrange's Mean Value Theorems (without proof) and their geometric interpretations.

**Applications of Derivatives **
Applications of derivatives : rate of change, increasing/decreasing functions, tangents & normal's, approximation, maxima and minima (first derivative test motivated geometrically and second derivative test given as a provable tool). Simple problems (that illustrate basic principles and understanding of the subject as well as real-life situations).

**Integrals **
Integration as inverse process of differentiation. Integration of a variety of functions by substitution, by partial fractions and by parts, only simple integrals of the type to be evaluated. Definite integrals as a limit of a sum, Fundamental Theorem of Calculus (without proof). Basic properties of definite integrals and evaluation of definite integrals.

**Applications of the Integrals**
Applications in finding the area under simple curves, especially lines, areas of circles/parabolas/ellipses (in standard form only), area between the two above said curves (the region should be clearly identifiable).

**Differential Equations**
Definition, order and degree, general and particular solutions of a differential equation. Formation of differential equation whose general solution is given. Solution of differential equations by method of separation of variables, homogenous differential equations of first order and first degree. Solutions of linear differential equation of the type where p and q are functions of x.

** MODULE â€“ 3**
**Learn what you need - If you have not followed the following topics at your **

school / college, we extend the flexibility to enrol for this module

comprising 35 hours (Fee : Rs.5,000)
**Vectors and Three-dimensional Geometry **
Vectors and scalars, magnitude and direction of a vectors. Direction consines/ratios of vectors. Types of vectors (equal, unit, zero, parallel and collinear vectors), position vector of a point, negative of a vector, components of vector, addition of vectors, multiplication of a vector by a scalar, position dividing a line segment in a given ratio. Scalar (dot) product of vectors, projection of a vector on a line. Vector (cross) product of vectors.

**Three â€“ dimensional Geometry**
Direction consines/ratios of a line joining two points. Cartesian and vector equation of a line, coplanar and skew lines, shortest distance between two lines. Cartesian and vector equation of a plane. Angle between (i) two lines, (ii) two planes. (iii) a line and a plane. Distance of a point from a plane.

**MODULE â€“ 4**
**Learn what you need - If you have not followed the following topics at your **

school / college, we extend the flexibility to enrol for this module comprising

35 hours (Fee : Rs.5,000)
**Linear Programming **
Introduction, definition of related terminology such as constraints, objective function, optimization, different types of linear programming (L.P>0 problems, mathematical formulation of L.P. problems, graphical method of solution for problems in two variables, feasible and infeasible regions, feasible and infeasible solutions, optimal feasible solutions (up to three non-trivial constraints).

**Probability **
Multiplication theorem and probability. Conditional probability, independent events, total probability, Baye's theorem, Random variable and its probability distribution, mean and variance of random variable. Repeated independent (Bernoulli) trials and Binomial distribution.
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