(Tips) IIT JEE 2010 Study Plan | Physics, Chemistry, Maths
IIT JEE 2010 Study Plan | Physics
IIT JEE 2010 entrance exam is to be held on coming days. So it is necessary to make the schedule of study for different subjects which will help you to prepare in suitable discipline.
Study Plan for Photoelectric Effect and Wave- particle Duality
Sections of the chapter
42.1 Photon theory of light
42.2 Photoelectric effect
42.3 Matter waves
Day 1
- 42.1 Photon theory of light
- 42.2 Photoelectric effect
- 42.3 Matter waves
Day 2
- Worked out examples 1 to 10
Day 3
- WOE 11 to 13
- Exercises 1 to 5
Day 4
- Exercises 6 to 15
Day 5
- Exercises 16 to 25
Day 6
- Exercises 26 to 35
Day 7
- Objective I and II, Questions for short answer
Day 8
- Concept review and Formula review
Study Plan for Bohr's Model and Physics of Atom
Day 1
- 43.1 Early atomic models
- 43.2 Hydrogen spectra
- 43.3 Difficulties with Rutherford Model
- 43.4 Bohr's model
Day 2
- Worked out examples 1 to 5
- Exercises 1 to 5
Day 3
- 43.5 Limitations of Bohr's model
- 43.6 The wave function of an electron
- 43.7 Quantum mechanics of the hydrogen atom
Day 4
- WOE 6 to 10
- Exercises 6 to 10
Day 5
- 43.8 Nomenclature in atomic physics
- 43.9 Laser
- WOE 11 to 15
Day 6
- WOE 16 to 19
- exercises 11 to 15
Day 7
- Exercises 16 to 25
Day 8
- Exercises 26 to 35
Day 9
- Exercises 36 to 46
Day 10
- Objective I and II
- Questions for short answers 1 to 10
Day 11
- Concept REview
Day 12
- Formula Review
Days 13 to 20
- Test paper problem solving
Study Plan for X-Rays
Day 1
- 44.1 Production of X-rays
- 44.2 Continuous and characteristic X-rays
- 44.3 Soft and Hard X-rays
- Worked out examples 1 to 3
Day 2
- 44.4 Moseley's law
- 44.5 Bragg's law
- 44.6 Properties and uses of X-rays
- WOE 3 to 6
Day 3
- Exercises 1 to 10
Day 4
- Exercises 11 to 20
Day5
- Exercises 21 t0 27
Day 6
- Objectives I and II
Day 7
- Questions for short answer
- Concept review
- Formula review
Study Plan for Nucleus
Day 1
- 44.1 Production of X-rays
- 44.2 Continuous and characteristic X-rays
- 44.3 Soft and Hard X-rays
- Worked out examples 1 to 3
Day 2
- 44.4 Moseley's law
- 44.5 Bragg's law
- 44.6 Properties and uses of X-rays
- WOE 3 to 6
Day 3
- Exercises 1 to 10
Day 4
- Exercises 11 to 20
Day5
- Exercises 21 to 27
Day 6
- Objectives I and II
Day 7
- Questions for short answer
- Concept review
- Formula review
IIT JEE 2010 Study Plan | Chemistry
IIT JEE 2010 entrance exam is to be held on coming days. So it is necessary to make the schedule of study for different subjects which will help you to prepare in suitable discipline.
Study Plan for Polymers
(Sections in Chapter - Jauhar)
Day 1
- 16.1 Polymers
- 16.2 Classification of Polymers
- 16.3 General methods of Polymerisation
Day 2
- 16.4 Mechanism of addition Polymerisation
- 16.5 Copolymers
- 16.6 Natural rubber
Day 3
- 16.7 Condensation of Polymers
- 16.8 Molecular masses of Polymers
- 16.9 Biopolymers
- 16.10 Biodegradable Polymers
Day 4
- 16.11 Some Commercially important Polymers
Day 5
- Practice problems 16.1 to 16.3
- Conceptual Questions with Answers: 10
- Revision Exercises: Very Short Answer questions 1 to 15
Day 6
- Revision Exercises: Very Short Answer questions 16 to 26
Day 7
- Revision Exercises: Short Answer Questions 1 to 30
Day 8
- Revision Exercises: Short Answer Questions 31 to 53
Day 9
- Competition File: Objective Questions: Multiple choice 22
- Fill in the blanks: 10
- True or False: 10
Day 10
- Concept Revision
Days 11 to 20
- Test paper question solving
Study Plan for Biomolecules
(Sections in Chapter - Jauhar)
Day 1
- 17.1 The Cell
- 17.2 Energy cycle
- 17.3 Carbohydrates
Day 2
- 17.4 Monosaccharides
Day 3
- 17.5 Disaccharides
- 17.6 Polysaccharides
- 17.7 Important functions of carbohydrates
Day 4
- 17.8 Aminoacids
- 17.9 Structure of alpha-Amino acids
- 17.10 Peptides and proteins
- 17.11 Proteins
Day 5
- 17.12 Classification of proteins
- 17.13 Structure of proteins
- 17.14 Forces that stabilize protein structures
- 17.15 Native states and denaturation of proteins
Day 6
- 17.16 Enzymes
- 17.17 Nucleic acids
- 17.18 Structure of DNA
Day 7
- 17.19 Lipids
- 17.20 Hormones
- 17.21 Vitamins
Day 8
- Conceptual Questions with Answers: 23
- Revision Exercises: Very Short Answer questions 1 to 20
Day 9
- Revision Exercises: Very Short Answer questions 21 to 43
- Revision Exercises: Short Answer Questions 1 to 10
Day 10
- Revision Exercises: Short Answer Questions 11 to 40
- Revision Period
Day 11
- Revision Exercises: Short Answer Questions 41 to 60
Day 12
- Revision Exercises: Short Answer Questions 61 to 80
Day 13
- Competition File:Objective Questions: Multiple choice: 27
Day 14
- Fill in the blanks: 14
- True or False: 10
Day 15 to 20
Concept revision and test paper question solving
IIT JEE 2010 Study Plan | Mathematics
IIT JEE 2010 entrance exam is to be held on coming days. So it is necessary to make the schedule of study for different subjects which will help you to prepare in suitable discipline.
Study Plan for Trigonamical Equations
(Sections in Chapter - R. D. Sharma)
Day 1
- 35.1 Trigonometrical equations
Objective Type Exercise: 1 to 20
Day 2
- O.T.E.: 21 to 40
Day 3
- O.T.E.: 41 to 60
Day 4
- O.T.E.: 61 to 73
Day 5
- Fill in the blanks type exercise 1 to 16
Try to recollect relevant points on the topic and if required right click on the topic if link is given and open in a new window to read the relevant material. Close the window and come back.
35.1 Trigonometrical equations
- Periodic Function
A function f(x) is said to be periodic if there exists T>) such that f(x+T)=f(x)for all x in the domain of definition of f(x)
Since
for all n Є Z ( n belongs to Z)
sin (2nπ +x) = sin x
cos (2nπ +x) = cos x
tan (nπ +x) = tan x
sin x, cos x,and tan x are peridic functions.
- Period of a Function
If T is the smallest positive real number such that f(x+T) = f(s), then it is called the period f f(x)
Since
for all n Є Z ( n belongs to Z)
sin (2nπ +x) = sin x
cos (2nπ +x) = cos x
tan (nπ +x) = tan x
period of sin x = 2π
period of cos x = 2π
period of tan x = 2π
- General solutions of simple trigonometric equations
sin θ = sin α then θ = nπ + (-1)nα, n Є Z (n belongs to Z)
cos θ = cos α then θ = 2nπ ± α, n Є Z
tan θ = tan α then θ =nπ +α, n Є Z
sin² θ = sin² α then θ =nπ ±α, n Є Z
cos² θ = cos² α then θ =nπ ±α, n Є Z
tan² θ = tan² α then θ =nπ ±α, n Є Z
cos θ = cos α and sin θ = sin α then θ =nπ+α, n Є Z
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