Author: shivamlohiya

  • Continuity and Differentiability NCERT Exemplar Problems Solutions Class 12th

    NCERT Exemplar Problems Class 12 Mathematics Chapter 5 Continuity and Differentiability

    Short Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-1
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-2
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-3
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-4
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-5
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-6
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-7
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-8
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-9
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-10
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-11
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-12
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-13
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-14
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-15
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-16
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-17
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-18
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-19
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-20
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-21
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-22
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-23
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-24
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-25
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-26
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-27
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-28
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-29
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-30
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-31
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-32
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-33
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-34
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-35

    Long Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-36
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-37
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-38
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-39

    Objective Type Questions
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-40
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-41
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-42
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-43
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-44
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-45

    Fill In the Blanks Type Questions
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-46
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-47

    True/False Type Questions
    ncert-exemplar-problems-class-12-mathematics-continuity-differentiability-48

  • Determinants NCERT Exemplar Problems Solutions Class 12th

    NCERT Exemplar Problems Class 12 Mathematics Chapter 4 Determinants

    Short Answer Type Questions
    Direction for Exercises 1 to 6: Using the properties of determinants,
    ncert-exemplar-problems-class-12-mathematics-determinants-1
    ncert-exemplar-problems-class-12-mathematics-determinants-2
    ncert-exemplar-problems-class-12-mathematics-determinants-3
    ncert-exemplar-problems-class-12-mathematics-determinants-4
    ncert-exemplar-problems-class-12-mathematics-determinants-5
    ncert-exemplar-problems-class-12-mathematics-determinants-6
    ncert-exemplar-problems-class-12-mathematics-determinants-7
    ncert-exemplar-problems-class-12-mathematics-determinants-8
    ncert-exemplar-problems-class-12-mathematics-determinants-9
    ncert-exemplar-problems-class-12-mathematics-determinants-10
    ncert-exemplar-problems-class-12-mathematics-determinants-11
    ncert-exemplar-problems-class-12-mathematics-determinants-12
    ncert-exemplar-problems-class-12-mathematics-determinants-13
    ncert-exemplar-problems-class-12-mathematics-determinants-14
    ncert-exemplar-problems-class-12-mathematics-determinants-15
    ncert-exemplar-problems-class-12-mathematics-determinants-16
    ncert-exemplar-problems-class-12-mathematics-determinants-17
    ncert-exemplar-problems-class-12-mathematics-determinants-18
    ncert-exemplar-problems-class-12-mathematics-determinants-19
    ncert-exemplar-problems-class-12-mathematics-determinants-20

    Long Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-determinants-21
    ncert-exemplar-problems-class-12-mathematics-determinants-22
    ncert-exemplar-problems-class-12-mathematics-determinants-23
    ncert-exemplar-problems-class-12-mathematics-determinants-24
    ncert-exemplar-problems-class-12-mathematics-determinants-25
    ncert-exemplar-problems-class-12-mathematics-determinants-26
    ncert-exemplar-problems-class-12-mathematics-determinants-27
    ncert-exemplar-problems-class-12-mathematics-determinants-28
    ncert-exemplar-problems-class-12-mathematics-determinants-29
    ncert-exemplar-problems-class-12-mathematics-determinants-30

    Objective Type Questions
    ncert-exemplar-problems-class-12-mathematics-determinants-31
    ncert-exemplar-problems-class-12-mathematics-determinants-32
    ncert-exemplar-problems-class-12-mathematics-determinants-33
    ncert-exemplar-problems-class-12-mathematics-determinants-34
    ncert-exemplar-problems-class-12-mathematics-determinants-35
    ncert-exemplar-problems-class-12-mathematics-determinants-36
    ncert-exemplar-problems-class-12-mathematics-determinants-37
    ncert-exemplar-problems-class-12-mathematics-determinants-38
    ncert-exemplar-problems-class-12-mathematics-determinants-39
    ncert-exemplar-problems-class-12-mathematics-determinants-40
    ncert-exemplar-problems-class-12-mathematics-determinants-41
    ncert-exemplar-problems-class-12-mathematics-determinants-42
    ncert-exemplar-problems-class-12-mathematics-determinants-43
    ncert-exemplar-problems-class-12-mathematics-determinants-44
    ncert-exemplar-problems-class-12-mathematics-determinants-45

    Fill In the Blanks Type Questions
    ncert-exemplar-problems-class-12-mathematics-determinants-46
    ncert-exemplar-problems-class-12-mathematics-determinants-47
    ncert-exemplar-problems-class-12-mathematics-determinants-48
    ncert-exemplar-problems-class-12-mathematics-determinants-49
    ncert-exemplar-problems-class-12-mathematics-determinants-50
    ncert-exemplar-problems-class-12-mathematics-determinants-51

    True/False Type Questions
    ncert-exemplar-problems-class-12-mathematics-determinants-52
    ncert-exemplar-problems-class-12-mathematics-determinants-53
    ncert-exemplar-problems-class-12-mathematics-determinants-54
    ncert-exemplar-problems-class-12-mathematics-determinants-55
    ncert-exemplar-problems-class-12-mathematics-determinants-56
    ncert-exemplar-problems-class-12-mathematics-determinants-57
    ncert-exemplar-problems-class-12-mathematics-determinants-58

  • Matrices NCERT Exemplar Problems Solutions Class 12th

    NCERT Exemplar Problems Class 12 Mathematics Chapter 3 Matrices

    Short Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-matrices-1
    ncert-exemplar-problems-class-12-mathematics-matrices-2
    ncert-exemplar-problems-class-12-mathematics-matrices-3
    ncert-exemplar-problems-class-12-mathematics-matrices-4
    ncert-exemplar-problems-class-12-mathematics-matrices-5
    ncert-exemplar-problems-class-12-mathematics-matrices-6
    ncert-exemplar-problems-class-12-mathematics-matrices-7
    ncert-exemplar-problems-class-12-mathematics-matrices-8
    ncert-exemplar-problems-class-12-mathematics-matrices-9
    ncert-exemplar-problems-class-12-mathematics-matrices-10
    ncert-exemplar-problems-class-12-mathematics-matrices-11
    ncert-exemplar-problems-class-12-mathematics-matrices-12
    ncert-exemplar-problems-class-12-mathematics-matrices-13
    ncert-exemplar-problems-class-12-mathematics-matrices-14
    ncert-exemplar-problems-class-12-mathematics-matrices-15
    ncert-exemplar-problems-class-12-mathematics-matrices-16
    ncert-exemplar-problems-class-12-mathematics-matrices-17
    ncert-exemplar-problems-class-12-mathematics-matrices-18
    ncert-exemplar-problems-class-12-mathematics-matrices-19
    ncert-exemplar-problems-class-12-mathematics-matrices-20
    ncert-exemplar-problems-class-12-mathematics-matrices-21
    ncert-exemplar-problems-class-12-mathematics-matrices-22
    ncert-exemplar-problems-class-12-mathematics-matrices-23
    ncert-exemplar-problems-class-12-mathematics-matrices-24
    ncert-exemplar-problems-class-12-mathematics-matrices-25
    ncert-exemplar-problems-class-12-mathematics-matrices-26
    ncert-exemplar-problems-class-12-mathematics-matrices-27
    ncert-exemplar-problems-class-12-mathematics-matrices-28
    ncert-exemplar-problems-class-12-mathematics-matrices-29
    ncert-exemplar-problems-class-12-mathematics-matrices-30
    ncert-exemplar-problems-class-12-mathematics-matrices-31
    ncert-exemplar-problems-class-12-mathematics-matrices-32
    ncert-exemplar-problems-class-12-mathematics-matrices-33
    ncert-exemplar-problems-class-12-mathematics-matrices-34
    ncert-exemplar-problems-class-12-mathematics-matrices-35
    ncert-exemplar-problems-class-12-mathematics-matrices-36
    ncert-exemplar-problems-class-12-mathematics-matrices-37
    ncert-exemplar-problems-class-12-mathematics-matrices-38
    ncert-exemplar-problems-class-12-mathematics-matrices-39
    ncert-exemplar-problems-class-12-mathematics-matrices-40
    ncert-exemplar-problems-class-12-mathematics-matrices-41
    ncert-exemplar-problems-class-12-mathematics-matrices-42
    ncert-exemplar-problems-class-12-mathematics-matrices-43
    ncert-exemplar-problems-class-12-mathematics-matrices-44
    ncert-exemplar-problems-class-12-mathematics-matrices-45
    ncert-exemplar-problems-class-12-mathematics-matrices-46
    ncert-exemplar-problems-class-12-mathematics-matrices-47
    ncert-exemplar-problems-class-12-mathematics-matrices-48
    ncert-exemplar-problems-class-12-mathematics-matrices-49
    ncert-exemplar-problems-class-12-mathematics-matrices-50
    ncert-exemplar-problems-class-12-mathematics-matrices-51

    Long Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-matrices-52
    ncert-exemplar-problems-class-12-mathematics-matrices-53
    ncert-exemplar-problems-class-12-mathematics-matrices-54
    ncert-exemplar-problems-class-12-mathematics-matrices-55
    ncert-exemplar-problems-class-12-mathematics-matrices-56
    ncert-exemplar-problems-class-12-mathematics-matrices-57
    ncert-exemplar-problems-class-12-mathematics-matrices-58
    ncert-exemplar-problems-class-12-mathematics-matrices-59
    ncert-exemplar-problems-class-12-mathematics-matrices-60
    ncert-exemplar-problems-class-12-mathematics-matrices-61
    ncert-exemplar-problems-class-12-mathematics-matrices-62

    Objective Type Questions
    ncert-exemplar-problems-class-12-mathematics-matrices-63
    ncert-exemplar-problems-class-12-mathematics-matrices-64
    ncert-exemplar-problems-class-12-mathematics-matrices-65
    ncert-exemplar-problems-class-12-mathematics-matrices-66
    ncert-exemplar-problems-class-12-mathematics-matrices-67
    ncert-exemplar-problems-class-12-mathematics-matrices-68
    ncert-exemplar-problems-class-12-mathematics-matrices-69
    ncert-exemplar-problems-class-12-mathematics-matrices-70
    ncert-exemplar-problems-class-12-mathematics-matrices-71

    Fill In the Blanks Type Questions
    ncert-exemplar-problems-class-12-mathematics-matrices-72
    ncert-exemplar-problems-class-12-mathematics-matrices-73
    ncert-exemplar-problems-class-12-mathematics-matrices-74
    ncert-exemplar-problems-class-12-mathematics-matrices-75
    ncert-exemplar-problems-class-12-mathematics-matrices-76

    True/False Type Questions
    82. A matrix denotes a number.
    Sol. False
    A matrix is an ordered rectangular array of numbers of functions.
    83. Matrices of any order can be added.
    Sol. False
    Two matrices are added, if they are of the same order.
    84. Two matrices are equal if they have same number of rows and same number of columns.
    Sol. False
    If two matrices have same number of rows and same number of columns, we cannot say two matrices are equal as their corresponding elements may be different.
    85. Matrices of different order cannot be subtracted.
    Sol. True
    Two matrices of same order can be subtracted
    86. Matrix addition is associative as well as commutative.
    Sol. True
    Matrix addition is associative as well as commutative i.e.,
    (A + B) + C = A + (B + C) and A + B = B + A, where A, B and C are matrices of same order.
    87. Matrix multiplication is commutative.
    Sol. False
    If AB is defined, it is not necessary that BA is defined.
    Also if AB and BA are defined, it not”necessary that they have same order. Further if AB and BA are defined and have same order, it is not necessary their corresponding elements are equal.
    So, in general AB^BA
    88. A square matrix where every element is unity is called an identity matrix.
    Sol. False
    Since, in an identity matrix, the diagonal elements are one and rest are all zero.
    89. If A and B are two square matrices of the same order, then A + B = B + A.
    Sol. True
    Since, matrix addition is commutative i.e., A + B = B +A, where A and B are two square matrices.
    90. If A and B are two matrices of the same order, then A-B = B-A.
    Sol. False
    A-B = -(B-A)
    Thus A-B≠B-A
    However when A – B = B – A
    A-B = 0 or A =B
    ncert-exemplar-problems-class-12-mathematics-matrices-77
    92. Transpose of a column matrix is a column matrix. False
    Sol.Transpose of a column matrix is a row matrix.
    93. If A and B are two square matrices of the same order, then AB = BA. False
    Sol.For two square matrices of same order it is not always true that AB = BA.
    ncert-exemplar-problems-class-12-mathematics-matrices-78
    ncert-exemplar-problems-class-12-mathematics-matrices-79
    ncert-exemplar-problems-class-12-mathematics-matrices-80

  • Inverse Trigonometric Functions NCERT Exemplar Problems Solutions Class 12th

    NCERT Exemplar Problems Class 12 Mathematics Chapter 2 Inverse Trigonometric Functions

    Short Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-1
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-2
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-3
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-4
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-5
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-6
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-7
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-8
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-9
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-10
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-11

    Long Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-12
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-13
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-14
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-15
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-16
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-17
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-18
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-19
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-20

    Objective Type Questions
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-21
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-22
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-23
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-24
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-25
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-26
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-27
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-28
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-29
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-30
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-31
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-32

    Fill in the Blanks Type Questions
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-33
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-34
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-35
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-36
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-37
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-38
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-39
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-40

    True/False Type Questions
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-41
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-42
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-43
    ncert-exemplar-problems-class-12-mathematics-inverse-trigonometric-functions-44

  • Relations and Functions NCERT Exemplar Problems Solutions Class 12th

    NCERT Exemplar Problems Class 12 Mathematics Chapter 1 Relations and Functions

    Short Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-1
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-2
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-3
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-4
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-5
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-6
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-7
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-8

    Long Answer Type Questions
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-9
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-10
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-11
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-12
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-13
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-14
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-15
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-16
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-17
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-18
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-19
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-20
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-21
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-22

    Objective Type Questions
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-23
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-24
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-25
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-26
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-27
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-28
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-29
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-30
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-31
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-32
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-33

    Fill in the Blanks Type Questions
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-34
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-35
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-36
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-37

    True/False Type Questions
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-38
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-39
    ncert-exemplar-problems-class-12-mathematics-relations-and-functions-40

  • Class 12 Physics Previous Years Papers with solutions

    Previous Years Papers with solutions

    Download CBSE Last Year Papers for CBSE Class 12 Physics in PDF format. This cbse last year papers are arranged subject-wise and topic-wise.

    CBSE Board Exam Papers – 2017 Compartment Exams
    Delhi   Set 1 Set 2  | Set 3 Answer Sheet
    All India Set 1 Set 2  | Set 3 Answer Sheet

     

    CBSE Board Exam Papers – 2017 Main Exams
    Delhi Set 1 Set 2 Set 3   Answers & Marking Scheme
    OutSide Set 1 Set 2 Set 3 Answers & Marking Scheme
    Foreign Set 1 Set 2 Set 3  Answers & Marking Scheme                       

    CBSE Board Exam Papers – 2016 Main Exams
    Delhi Set 1 Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Foreign Set 1  Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Outside C Set 1 Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Outside E Set 1  Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Outside N Set 1 Set 2  Set 3 Set 1, 2, 3  Marking Scheme
    Outside S Set 1 Set 2 Set 3 Set 1, 2, 3  Marking Scheme

                                    

    CBSE Board Exam Papers – 2015 Compartment Exams
    Delhi Set 1  Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Outside Set 1  Set 2 Set 3  Set 1, 2, 3  Marking Scheme                     

    CBSE Board Exam Papers – 2015 Main Exams
    Delhi Set 1 Set 2  Set 3  Set 1, 2, 3  Marking Scheme
    Ajmer Set 1 Set 2 Set 3  Set 1, 2, 3  Marking Scheme 
    Allahabad Set 1 Set 2 Set 3  Set 1, 2, 3  Marking Scheme
    Bhubaneswer Set 1 Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Chennai Set 1 Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Guwahati Set 1 Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Panchkula Set 1  Set 2 Set 3 Set 1, 2, 3  Marking Scheme
    Patna Set 1 Set 2 Set 3  Set 1, 2, 3  Marking Scheme               

     

    CBSE Board Exam Papers – 2014 Compartment Exams
    Delhi Set 1 Answer Set 1 Set 2 Answer Set 2 Set 3 Answer Set 3
    Outside Set 1 Answer Set 1 Set 2 Answer Set 2  Set 3  Answer Set 3                             

    CBSE Board Exam Papers – 2014 Main Exams
    Delhi Set 1 Answer Set 1 Set 2  Answer Set 2 Set 3  Answer Set 3
    Outside Set 1 Answer Set 1  Set 2 Answer Set 2 Set 3 Answer Set 3
    Foreign Set 1 Answer Set 1 Set 2 Answer Set 2 Set 3  Answer Set 3
  • Class 12 Physics CBSE Sample Papers With Solution

    CBSE Sample Papers for Class 12 Physics Free PDF Download For practice, Board exam preparations of 2018-2019. based On CBSE Latest Pattern & guideline. 

    Free CBSE Sample Papers Link
    12 Physics Sample Paper (By CBSE) Download
    12 Physics Sample Paper 01 Download
    12 Physics Sample Paper 02 Download
    12 Physics Sample Paper 03 Download
    12 Physics Sample Paper-18

    Download

  • Chapter-1 India- Size and Location Notes Class 9th SST

    Location

    1. India is a vast country and it lies in the northern atmosphere.
    2. Its latitude extends between 8*4 N and 37*6 N.
    3. Its longitude is between 68.7 E and 97.25 E.
    4. Tropic of cancer divides the country into 2 equal parts.
    5. Andaman and Nicobar islands lie in the bay of Bengal in the south-east and Lakshadeep island in the Arabian sea in the south-west.

    Size

    1. Total geographical area of India is 3.28 million sq km.
    2. It accounts 2.4% of total world’s geographical area.
    3. India is the seventh largest country in the world.
    4. India has the land boundary of 15200 km and it has the coastline of 7516.6 km.
    5. India is bounded by the young fold mountains in the north, north-west, and northeast.

    Ques. The sun rises two hours earlier in Arunachal Pradesh as compared to Gujarat in the west but the watches show the same time, How does this happen?

    1. From Gujarat to Arunachal Pradesh there is a time lag of two hours.
    2. In order to avoid the time confusion, we have taken 82.30 E, as the standard Meridian of India.
    3. It passes through Mirzapur will have the same time.

    Ques. The Central location of India as a head of the Indian Ocean is considered of great significance, why?

    • India has a central location in West Asia and East Asia.
    • The trans-Indian ocean routes connect the countries of Europe.
    • The Deccan Peninsula which protects into Indian ocean connects the countries of West Asia, Europe, and Africa.
    • The long coastline gives India an important position in the Indian ocean.
    • The various passes across the mountains provide passage to ancient travellers.
    • The ideas and commodities were unchanged through these passes.

     

    Answer the following questions.

    Q. Name the group of the island lying in the Arabian Sea?

    Ans. Lakshadweep island

    Q. Name the countries which are larger than India?

    Ans. Russia, China, Canada, U.S.A., Brazil, Australia.

    Q. Which island group of India lies to its south-east?

    Ans. Andaman and Nicobar island

    Q. Which island countries are our southern neighbors?

    Ans. Srilanka and Maldives

     India’s Neighbours

    • India has 29 states and 7 union territories.
    • India shares its land boundary with Pakistan, Afghanistan in the North West. China, Nepal, Bhutan in the north. Bangladesh, Myanmar is the east. Srilanka and Maldives are our southern neighbors across the sea.
    • India is separated by Srilanka by a network channel called Palk Strait and Gulf of Mannar.
    • The Maldives are situated to the south of Lakshadweep Islands.
  • Summary of The Rattrap Class 12th Flamingo

    Summary in detail The Rattrap

    A rattrap peddler went around selling small rattraps. His clothes were in rags. His cheeks were hollow. He had the look of a starved man. He made wire traps. He begged the material from stores and big farms. Sometimes he resorted to begging and a little stealing to survive. The world had never been kind to him. He had no home, no shelter.

    The peddler led a lonely life. One day while he was thinking about his rattraps, an idea struck him. He thought that the world itself was a rattrap. As soon as anybody touched it, the trap closed on them. He was amused to think of some people who were already trapped, and some others who were trying to reach the bait in the trap.

    It was a cold evening in December. He reached a cottage on the roadside. He knocked at the door and asked for a night’s shelter. The owner of the cottage was a lonely old crofter. He wanted someone to talk to. He welcomed the peddler. He gave the peddler hot porridge to eat, and tobacco to smoke. Then they played cards. The crofter was generous as well as trustful. He told the peddler that he had a cow and sold her milk to a creamery. He also told him that he received thirty kronors as payment the previous month. Then he took down a pouch and showed him the money. Then he put the money back i
    n the pouch and hung it on a nail in the window frame. Next morning the peddler left. The crofter locked his cottage, and went away.

    The peddler came back to the cottage. He had been tempted to steal the money that hung like a bait in the window frame. He smashed the pane and stole the money. Now he thought it was not safe to walk along the public highway. So he went into the woods. There he walked and walked but could not get out. He moved in circles. He was tired. He looked upon the forest as a rattrap in which he was caught. He thought his end was near. He lay down to die.

    After a while he heard regular thumping of a hammer’s strokes. He knew the sound was coming from Ramsjo Ironworks. He stood up and walked in the direction of the sound. He opened the gate of the ironworks and went into the forge. The owner came on his nightly rounds and noticed the ragged wretch near the furnace. The ironmaster looked intently at the peddler’s face. He felt sure that the peddler was one of his old regimental comrades, Captain von Stable who had fallen on evil days. He invited the peddler to go home with him for Christmas. But the peddler was alarmed. He thought it was risky for him to accept the offer. He firmly declined it. The ironmaster went home.

    The ironmaster sent his daughter Edla to persuade the peddler to come home. She spoke gently to him. The peddler felt confidence in her and agreed to go with her. On the way he was sorry to have stolen the crofter’s money that had put him in a trap.

    The ironmaster was happy to have his old regimental comrade under his roof. He planned to feed him well and give him some respectable work. The servant cut the peddler’s hair, shaved him ad bathed him. The peddler appeared wearing one of the ironmaster’s fine suits. But when the ironmaster looked at him in daylight, he felt that he had made a mistake. The peddler was not captain von Stable. He thought that the man had deceived him. He even thought of handing him to the sheriff.

    The peddler said that he had not pretended to be what he was not. He had not been willing to go to the ironmaster’s house. Even then he was willing to put on his rags and leave. He also told the ironmaster that the world was a rattrap, and he himself might one day be tempted by a big bait and get caught in the trap. The ironmaster told him to leave at once.

    Edla did not like her father’s asking the poor peddler to leave. She thought it was unfair to turn away the man whom they had invited. She wanted to have the joy of entertaining a homeless wanderer on Christmas Eve. She stopped the peddler and her father agreed to it.

    Edla served food to the peddler. He was given Christmas presents which he thankfully received. Edla told him that her father’s suit that the peddler was wearing was also a Christmas present. She assured him that he would be welcomed again if he liked to spend the next Christmas Eve with them.

    Next morning the ironmaster and his daughter went to church. There they learned that the peddler was a thief. He had robbed the crofter. The ironmaster was sure that the peddler must have made away with their silver. Edla was dejected. But when they reached home they learned that the peddler had left. But he had taken away nothing. On the other hand he had left a Christmas present for Edla.

    Edla opened the present. It was a tiny rattrap. Edla was happy to see that the peddler had left the crofter’s money behind. There was a letter also. It was addressed to Edla. He thanked her for her kindness. He wanted to repay her kindness. So he had left the crofter’s money and had requested her to return it to the crofter. He said he had been raised to captain. That was why he could come out of the rattrap in which he had been caught. He signed the letter Captain von Stable.

    Main points

    1. ‘The Rattrap’ is a story that underlies a belief that essential goodness in human beings can be aroused through sympathy, understanding and love.

    2. Once a man went around selling small rattraps but he took to begging and thievery to keep his body and soul together.

    3. One day he was struck with the idea – the whole world is a big rattrap and it offers riches as bait.

    4. People let themselves be tempted to touch the bait then it closes in on them bringing an end to everything.

    5. One dark evening the rattrap peddler sought shelter in an old crofter’s roadside cottage.

    6. The old man gave him food, tobacco they enjoyed the card game too.

    7. Next morning the peddler stole away his thirty kroners.

    8. The rattrap peddler escaped into a big confusing forest and got lost.

    9. While resting on the ground he recollected his idea that the world is a rattrap and thought his end was near.

    10. Hearing a thumping sound he reached Ramsjo ironworks for a night shelter.

    11. The owner came on his nightly rounds and noticed the ragged wretch near the furnace.

    12. He took him as an old acquaintance ‘Nils Olof.’

    13. He invited him to stay with them for Christmas but the stranger declined the offer.

    14. His daughter Edla Willmansson persuaded to go home with him.

    15. She requested him to stay for Christmas Eve only.

    16. On his way to the Manor House the peddler thought that he had thrown himself into the lion’s den.

    17. The next day in broad day light the iron master realized the stranger was not captain and threatened to call the sheriff.

    18. Edla pleaded for him and asked him to stay back.

    19. Christmas Eve at Ramsjo was as usual and the stranger slept and slept.

    20. She made him understand that if he wanted rest and peace he would be welcome next Christmas also. This had a miraculous effect on him.

    21. Next morning they went for early church service leaving behind the guest who was asleep.

    22. They learnt at church that a rattrap peddler had robbed an old crofter.

    23. Edla becomes very upset.

    24. They reach home immediately and learn that the peddler had already left but had not taken anything at all with him. Instead, he had left a small packet for the young girl as a Christmas present.

    25. She opens the packet and finds a rattrap, three wrinkled ten-Kronor notes and also a letter with a request to return the Kroners to the crofter.

  • Introduction of The Rattrap Class 12th Flamingo

    Theme

    The story is about an old disheartened peddler who is taken in and shown generosity by a young woman. Her generosity and kindness change his bitter attitude towards life. The peddler is a man who has fallen upon misfortune and now resorts to selling rattraps, begging, and thievery. He is very pessimistic about the world around him and sees the world as merely a “rat trap”. He believes that society tempts us with riches and fine things, and when we accept, we are caught in the trap and are left with nothing.

    The story conveys a universal message that the essential goodness in a human being can be awakened through love, respect, kindness and understanding. It highlights the human predicament. Material benefits are the traps that most human beings are prone to fall into. Human beings do have a tendency to redeem themselves from dishonest ways as does the peddler at the end of the story.

    Setting

    This story is set amidst the mines of Sweden, rich in iron ore which figure large in the history of that country. The story is told somewhat in the manner of a fairy tale.

    Characters

    1.    A peddlar with rattraps.
    2.    An Oldman: A crofter
    3.    Master Smith in the Ramsjo Iron Mill in Sweden
    4.    Helpers in the Mill: blacksmiths
    5.    Iron mill owner
    6.    Edla Willmansson – daughter of the Iron Mill owner.