18b.2 General Methods of Preparation from Alcohols
18b.3 Physical properties
18b.4 Chemical properties
18b.5 Uses of Aldehydes and Ketones
18b.6 Additional Information for CET and IIT
18b.7 Summary
22 18(c).Monocarboxylic acids
18c.0 Introduction
18c.1 Nomenclature
18c.2 General methods of preparation
18c.3 Chemical properties
18c.4 Physical properties
18c.5 Acidity of Carboxylic acids
18c.6 Uses of Carboxylic acids
18c.7 Additional Information for CET and IIT
18c.8 Summary
23 19.Amines 2Hours
19.0 Introduction
19.1 Classification
19.2 Nomenclature of amines
19.3 General methods of preparation of primary amines
19.4 Physical properties
19.5 Basic character of amines
19.6 Chemical Properties
19.7 Distinction between primary, secondary, and tertiary amines
19.8 Uses of Aniline
19.9 Additional Information for CET and IIT
19.10 Summary
24 20.Carbohydrates 2Hours
20.0 Introduction
20.1 Classification
20.2 Glucose
20.3 Structure of glucose
20.4 Fructose (C6H12O6)
20.5 Maltose (C12H22O11)
20.6 Sucrose (C12H22O11)
20.7 Biological Importance of carbohydrates
20.8 Additional Information for CET and IIT
20.9 Summary
25 21.Oils and Fats 2Hours
21.0 Introduction
21.1 Composition of oils and fats
21.2 Triglycerides
21.3 Properties
21.4 Biological Importance of oils and fats
21.5 Additional Information for CET and IIT
21.6 Summary
26 22.Amino acids and Proteins 2Hours
22.0 Introduction
22.1 Amino acids
22.2 Classification
22.3 General properties
22.4 Peptic bond
22.5 Proteins
22.6 Classification
22.7 General properties of proteins
22.8 Denaturation of proteins
22.9 Insulin
22.10 Biological importance of proteins
22.11 Additional Information for CET and IIT
22.12 Summary
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Umarani umaranis
Mathematics 29 1.Elements of Number Theory and Congruences
1.1 Elements of number theory
1.2 Prime, Composite and relatively Prime Numbers
1.3 Congruences
1.4 Exercise
30 2.Matrices and Determinants
2.1 Matrices
2.2 Determinants
2.3 Cramers rule
2.4 Multiplication of determinants
2.5 Inverse of a square matrix
2.6 Eigen values of a Square matrix
2.7 Cayley-Hamilton Theory
2.8 Exercise
31 3. Group Thoery
3.1 Group
3.2 Sub group
3.3 Exercise
32 4.Vector algebra
4.1 Preliminaries
4.2 Scalar product
4.3 Vector product
4.4 Scalar Triple Product
4.5 Vector Triple Product
4.6 Exercise
33 5.The Circle
5.1 Equation of the circle
5.2 Eqaution of the Tangent
5.3 Length of the Tangent
5.4 Radical axis of two circles
5.5 Orthogonal Circles
5.6 Exercise
34 6.Conic Sections
6.1 Parabola
Tangent and Normal
6.2 The Ellipse
Tangent and Normal
6.3 Hyperbola
Tangent and Normal
6.4 Exercise
35 7.Inverse Trigonometric Functions
7.1 Definition
7.2 Exercise
36 8.General Solution of Trigonometric Equations
8.1 Some Results
8.2 Exercise
37 9.Complex Numbers
9.1 Preliminaries
9.2 De Moivers Theorem
9.3 nth roots of a complex number
9.4 Exercise
38 10.The Derivative
10.1 The derivative of a function
10.2 Rules of differentiation
10.3 Hyperbolic and Inverse Hyperbolic Functions
10.4 Differentiation of inverse trigonometric functions using substitutions
10.5 Implicit functions
10.6 Parametric Equations
10.7 Differentiation of one function w.r.t. another function
10.8 Logarithmic Differentiation
10.9 Successive Differentiation
10.10 Exercise
39 11.Application of the Derivative
11.1 Tangent and Normal
11.2 Angle between two curves
11.3 Subtangent and Subnormal
11.4 Derivative as a rate measure
11.5 Increasing and decreasing functions
11.6 Maxima and minima
11.7 Exercise
40 12. Integration
12.1 Indefinite Integral
12.2 Integration by the method of substitution
12.3 Integrals of functions involving a2x2 and their radicals
12.4 Integrals of the form dx/ax2bxc
12.5 Integrals of the form dx/ax2bxc
12.6 Integrals of the form pxq/ax2bxc
12.7 Integrals of the form pxq/ax2bxc
12.8 Integrals of the form dx/acosxbsinxc
12.9 Integrals of the form pcosxqsinx/acosxbsin xdx
12.10 Integrals by the method of partial fractions
12.11 Integration by parts
12.12 Exercise
41 13.Definite Integral
13.1 Definite integral
13.2 Exercise
42 14.Application of the Definite Integral to Areas
14.1 Applications to areas
14.2 Exercise
43 15.Differential equations
15.1 Formation of differential equations
15.2 Exercise
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MES Publishers
Physics 46 Geometrical Optics1.Refraction at a plane surface 3Hours
1.1 Introduction
1.2 Refraction of light at a plane surface
1.3 Relative refractive index (rri) and Absolute refractive index (ari)
1.4 Relation between rri and ari
1.5 Refraction through multiple refracting media
1.6 Refraction through a parallel sided glass slab
1.7 Normal shift
1.8 Total internal reflection
1.9 Relation between critical angle and refractive index
1.10 Application of total internal reflection
1.11 Worked examples
1.12 Problems
47 2.Refraction through a prism 2Hours
2.1 Prism
2.2 Refraction through a parallel sided glass slab
2.3 Derivation of expression for lateral shift, and normal shift (Object in denser medium)
2.4 Total internal reflection and its apllications
2.5 Optical fibres and its application in communication
2.6 Pure and impure spectrum
2.7 Dispersive power
2.8 Worked examples
2.9 Problems
48 3.Refraction at a spherical surface 3Hours 49 Physical optics1.Introduction to theories of light 1Hour 50 2.Interference 3Hours 51 3.Diffraction 3Hours 52 4.Polarisation 4Hours 53 5.Speed of light 1Hours 54 Electrostatics1.Electric Charge 1Hours 55 2. Electrostatic field 4Hours 56 3.Capacitors 4Hours 57 Current Electricity1. Electric current
4Hours 58 2.Kirchoffs laws 2Hours 59 3.Magnetic effect of electric current 4Hours 60 4.Mechanical effect of electric current 3Hours 61 5.Electromagnetic induction 6Hours 62 Atomic Physics1.Introduction to atomic physics 2Hours 63 2.Photo electric effect 2Hours 64 3.Dual nature of matter 2Hours 65 4.Bohrs atomic model 3Hours 66 5.Scattering of light 1Hours 67 6.Lasers 2Hours 68 7.Nuclear physics 4Hours 69 8.Radioactivity 3Hours 70 9.Elementary Particles 1Hours 71 10.Solid state electronics 4 Hours 72 11.Digital Electronics 1Hours 73 12.Soft condensed matter physics 2Hours 74 (No Transcript) 75 Expert publication Biology 76 Botany (Theory)B1.Nucleic acids
Definition
Types and definition
77 B2.Gene structure and Functions
Gene Definition
Types
78 B3.Biotechnology
3.1 Definition
3.2 Tissue Culture
3.3 Applications
3.4 DNA Finger Printing
79 Plant PhysiologyB4.Water relations of plants
4.1 Fundamental Concepts
4.2 Absorption of water
4.3 Ascent of Sap
4.4 Loss of Water
4.4.1 Transpiration
4.4.2 Guttation
4.5 Translocation of solutes
80 B5. Bioenergetics
5.1 Bioenergetics
5.2 Photosynthesis
5.3 Respiration
81 B6.Growth and Growth Regulators in Plants
6.1 Growth
6.2 Growth Regulators
82 Botany (Practical)
1.1 Plant Histology
1.2 Plant Anatomy
1.3 Plant Physiology
83 Zoology (Theory)Z.1Genetics
1.1 Mendelian Genetics
1.2 Deviations from Mendelian laws
1.3 Genetic Disorders in Man
84 Z2.Biodiversity
2.1 Definition and Types
2.2 Biodiversity Profiles of india and Karnataka
2.3 Benefits of Biodiversity
2.4 Biodiversity Depletion
2.5 Intellectual property rights
2.6 Concepts of ecosystem sustainability
85 Z3.Man in Health and Diseases
3.1 Concept of homeostasis The central Dogma in Physiology
3.2 Body defence and immunity
3.3 Digestion
3.4 Circulation
3.5 Respiration
3.6 Excretion
3.7 Nervous system
86 Z4. Continuity of Life
4.1 Gametogenesis
4.2 Fertilization
4.3 Early development of frog
4.4 Human reproduction
4.5 Fertility control
4.6 Infertility Control
4.7 Sexually transmitted diseases
87 Zoology (Practical)
1.1 Animal Histology
1.2 Organ Histology
1.3 Embryology Frog
1.4 Physiology
1.5 Human Organs
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