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1st PUC Physics Question Bank with Answers

Karnataka 1st PUC Physics Question Bank with Answers

Karnataka 1st PUC Physics Syllabus and Marking Scheme

Karnataka 1st PUC Physics Blue Print of Model Question Paper

1st PUC Physics Blue Print of Model Question Paper
1st PUC Physics Blue Print of Model Question Paper 11st PUC Physics Blue Print of Model Question Paper 2
1st PUC Physics Blue Print of Model Question Paper 3

Unit I Physical World and Measurement

Chapter 1 Physical World
Physics – scope and excitement; nature of physical laws; Physics, technology and society.

Chapter 2 Units and Measurements

  • Need for measurement: Units of measurement; systems of units; SI units, fundamental and derived units. Length, mass and time measurements; accuracy and precision of measuring instruments; errors in measurement; significant figures.
  • Dimensions of physical quantities, dimensional analysis and its applications.

Unit II Kinematics

Chapter 3 Motion in a Straight Line

  • Frame of reference, Motion in a straight line: Position-time graph, speed and velocity.
  • Elementary concepts of differentiation and integration for describing motion.Uniform and non-uniform motion, average speed and instantaneous velocity. Uniformly accelerated motion, velocity time and position-time graphs.
  • Relations for uniformly accelerated motion (graphical treatment).

Chapter 4 Motion in a Plane

  • Scalar and vector quantities; Position and displacement vectors, general vectors and their notations; equality of vectors, multiplication of vectors by a real number; addition and subtraction of vectors. Relative velocity. Unit vector; Resolution of a vector in a plane – rectangular components. Scalar and Vector product of vectors.
  • Motion in a plane, cases of uniform velocity and uniform acceleration-projectile motion. Uniform circular motion.

Unit III Laws of Motion

Chapter 5 Laws of Motion

  • Intuitive concept of force. Inertia, Newton’s first law of motion; momentum and Newton’s second law of motion; impulse; Newton’s third law of motion.
  • Law of conservation of linear momentum and its applications.
  • Equilibrium of concurrent forces. Static and kinetic friction, laws of friction, rolling friction, lubrication.
  • Dynamics of uniform circular motion: Centripetal force, examples of circular motion (vehicle on a level circular road, vehicle on banked road).

Unit IV Work, Energy and Power

Chapter 6 Work, Engery and Power

  • Work done by a constant force and a variable force; kinetic energy, work-energy theorem, power.
  • Notion of potential energy, potential energy of a spring, conservative forces: conservation of mechanical energy (kinetic and potential energies); non-conservative forces: motion in a vertical circle; elastic and inelastic collisions in one and two dimensions.

Unit V Motion of System of Particles and Rigid Body

Chapter 7 System of Particles and Rotational Motion

  • Centre of mass of a two-particle system, momentum conservation and centre of mass motion.
  • Centre of mass of a rigid body; centre of mass of a uniform rod.
  • Moment of a force, torque, angular momentum, laws of conservation of angular momentum and its applications.
  • Equilibrium of rigid bodies, rigid body rotation and equations of rotational motion, comparison of linear and rotational motions.
  • Moment of inertia, radius of gyration.Values of moments of inertia, for simple geometrical objects (no derivation).
  • Statement of parallel and perpendicular axes theorems and their applications.

Unit VI Gravitation

Chapter 8 Gravitation

  • Keplar’s laws of planetary motion.The universal law of gravitation.
  • Acceleration due to gravity and its variation with altitude and depth.
  • Gravitational potential energy and gravitational potential. Escape velocity. Orbital velocity of a satellite. Geo-stationary satellites.

Unit VII Properties of Bulk Matter

Chapter 9 Mechanical Properties of Solids
Elastic behaviour, Stress-strain relationship, Hooke’s law, Young’s modulus, bulk modulus, shear modulus of rigidity, Poisson’s ratio; elastic energy.

Chapter 10 Mechanical Properties of Fluids

  • Pressure due to a fluid column; Pascal’s law and its applications (hydraulic lift and hydraulic brakes). Effect of gravity on fluid pressure.
  • Viscosity, Stokes’ law, terminal velocity, streamline and turbulent flow, critical velocity.Bernoulli’s theorem and its applications.
  • Surface energy and surface tension, angle of contact, excess of pressure across a curved surface, application of surface tension ideas to drops, bubbles and capillary rise.

Chapter 11: Thermal Properties of Matter

  • Heat, temperature, thermal expansion; thermal expansion of solids, liquids and gases, anomalous expansion of water; specific heat capacity; Cp, Cv – calorimetry; change of state – latent heat capacity.
  • Heat transfer-conduction, convection and radiation, thermal conductivity, Qualitative ideas of Blackbody radiation, Wein’s displacement Law, Stefan’s law, Green house effect.

Unit VIII Thermodynamics

Chapter 12 Thermodynamics

  • Thermal equilibrium and definition of temperature (zeroth law of thermodynamics). Heat, work and internal energy. First law of thermodynamics. Isothermal and adiabatic processes.
  • Second law of thermodynamics: reversible and irreversible processes. Heat engine and refrigerator.

Unit IX Behaviour of Perfect Gases and Kinetic Theory of Gases

Chapter 13 Kinetic Theory

  • Equation of state of a perfect gas, work done in compressing a gas.
  • Kinetic theory of gases – assumptions, concept of pressure. Kinetic interpretation of temperature; rms speed of gas molecules; degrees of freedom, law of equi-partition of energy (statement only) and application to specific heat capacities of gases; concept of mean free path, Avogadro’s number.

Unit X Oscillations and Waves

Chapter 14 Oscillations

  • Periodic motion – time period, frequency, displacement as a function of time. Periodic functions.
  • Simple harmonic motion (S.H.M) and its equation; phase; oscillations of a spring-restoring force and force constant; energy in S.H.M. Kinetic and potential energies; simple pendulum derivation of expression for its time period.
  • Free, forced and damped oscillations (qualitative ideas only), resonance.

Chapter 15 Waves
Wave motion. Transverse and longitudinal waves, speed of wave motion. Displacement relation for a progressive wave. Principle of superposition of waves, reflection of waves, standing waves in strings and organ pipes, fundamental mode and harmonics, Beats, Doppler effect.

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Karnataka 1st PUC Political Science Question Bank with Answers

1st PUC Political Science Question Bank with Answers

Karnataka 1st PUC Political Science Question Bank with Answers in English

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Karnataka 1st PUC Political Science Blue Print of Model Question Paper

1st PUC Political Science Blue Print of Model Question Paper 1 1st PUC Political Science Blue Print of Model Question Paper 2

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1st PUC Basic Maths Question Bank with Answers

Karnataka 1st PUC Basic Maths Question Bank with Answers

Karnataka 1st PUC Basic Maths Syllabus and Marking Scheme

Karnataka 1st PUC Basic Maths Blue Print of Model Question Paper

1st PUC Basic Maths Blue Print of Model Question Paper

I PUC Basic Mathematics Weightage Given to the Curriculum

1 PUC Basic Mathematics Weightage Given to the Curriculum

I PUC Basic Mathematics Unit Wise Weightage

1 PUC Basic Mathematics Unit Wise Weightage

I PUC Basic Mathematics Instructions to Question Paper Setters

1. Part E : 2 marks Question must be from chapters
(i) Number theory (ii) Averages.
2. Part E : 4 marks from chapters
(i) Sets, Relation and Functions
(ii) Progressions
(iii) Linear Functions
(iv) Straight Lines.
3. The question paper consists of five parts A, B, C, D & E.
4. Part A carries 10 marks, Part B carries 20 marks, Part C carries 30 marks, Part D carries 30 marks and Part E carries 10 marks.
5. Write the question numbers properly as indicated in the question paper.

Unit I: Algebra

Chapter 1 Number Theory (Total – 8 hrs)

  • 1.0 Introduction
  • 1.1 Natural Numbers
  • 1.2 Whole numbers
  • 1.3 Integers
  • 1.4 Odd and Even Numbers
  • 1.5 Prime Numbers
  • 1.6 Composite Numbers
  • 1.7 Fundamental theorem of arithmetic
  • 1.8 Least Common Multiple
  • 1.9 Highest common factor
  • 1.10 Finding H.C.F using the product of numbers given
  • 1.11 Finding H.C.F of fractions
  • 1.12 Rational Numbers
  • 1.13 Irrational Numbers
  • 1.14 Real Numbers
  • 1.15 Complex numbers

Chapter 2 Sets, Relations and Functions (Total – 16 hrs)

  • 2.0 Introduction
  • 2.1 Sets
  • 2.2 Methods of describing a set
  • 2.3 Null set
  • 2.4 Singleton set
  • 2.5 Finite set and Infinite sets
  • 2.6 Equal and equivalent sets
  • 2.7 Subset
  • 2.8 Universal Set
  • 2.9 Operation on Sets
  • 2.10 Complement set
  • 2.11 Algebra of sets
  • 2.12 Venn diagrams
  • 2.13 Ordered pairs
  • 2.14 Equality of ordered pairs
  • 2.15 Cartesian product pairs
  • 2.16 Worked examples
  • 2.17 Relation
  • 2.18 Domain and range of a relation
  • 2.19 Inverse relation
  • 2.20 Types of relation
  • 2.21 Worked Examples
  • 2.22 Functions
  • 2.23 Domain, co-domain and range
  • 2.24 Different types of functions
  • 2.25 Worked Examples

Chapter 3 Theory of Indices (Total – 4 hrs)

  • 3.1 Introduction
  • 3.2 Meaning of an
  • 3.3 Laws of Indices

Chapter 4 Logarithms (Total – 6 hrs)

  • 4.1 Introduction
  • 4.2 Definition of Logarithm
  • 4.3 Laws of Logarithm
  • 4.4 Common Logarithm

Chapter 5 Progressions (Total – 12 hrs)

  • 5.1 Introduction
  • 5.2 Sequences
  • 5.3 Series
  • 5.4 Arithmetic Progressions
  • 5.5 nth term of an A.P
  • 5.6 Sum to ‘n’ terms of an A.P
  • 5.7 Geometric progression
  • 5.8 nth term of GP
  • 5.9 Sum to n terms of GP
  • 5.10 Sum to infinite G.P
  • 5.11 Harmonic progression
  • 5.12 nth term of H.P
    5.13 Arithmetic, Geometric and harmonic means

Chapter 6 Theory of Equations (Total – 12 hrs)

  • 6.1 Introduction and definition of equation
  • 6.2 Degrees of the equation and different types of equations
  • 6.3 Linear equation in one variable
  • 6.4 Simultaneous linear equation in two variables and different methods
  • 6.5 Quadratic equation and its solution
  • 6.6 Nature of the roots of the quadratic equation
  • 6.7 Cubic equation, examples and solution
  • 6.8 Synthetic division

Chapter 7 Linear Inequalities (Total – 6 hrs)

  • 7.1 Introduction
  • 7.2 Inequalities
  • 7.3 Linear inequalities in one variable
  • 7.4 System of linear inequations in one variable
  • 7.5 Application of Linear inequalities
  • 7.6 Linear inequalities in two variable
  • 7.7 System of Linear Inequations in two variables and their graphical solution

Unit II: Commercial Arithmetic

Chapter 8 Simple Interest and Compound Interest (Total – 8 hrs)

  • 8.1 Introduction
  • 8.2 Simple interest
  • 8.3 Compound Interest
  • 8.4 Nominal and effective rate of interest
  • 8.5 Varying rate of interest
  • 8.6 Depreciation
  • 8.7 Using compound interest formula for growth rate
  • 8.8 Problems related to simple interest and compound interest

Chapter 9 Annuities (Total – 6 hrs)

  • 9.1 Definition and types of annuity immediate
  • 9.2 Future value of annuity immediate
  • 9.3 Present value of annuity immediate
  • 9.4 Future value of an annuity due
  • 9.5 Present value of an annuity due
  • 9.6 Perpetuity
  • 9.7 Deferred annuity

Chapter 10 Averages (Total – 4 hrs)

  • 10.1 Introduction
  • 10.2 Types of Average
  • 10.3 Simple Average
  • 10.4 Weighted Average
  • 10.5 Combined Average

Chapter 11 Percentage, Profit and Loss (Total – 6 hrs)

  • 11.1 Conversion of the percentage to ratio fraction, decimal and vice versa
  • 11.2 Percentage increase, the percentage decrease
  • 11.3 Application problems involving percentages
  • 11.4 Profit and Loss, Cost price, Selling price, Profit, Loss, Profit percentage, Loss percentage, definition and formula
  • 11.5 Application problems

Chapter 12 Linear Functions (Total – 4 hrs)

  • 12.1 Introduction
  • 12.2 Definition
  • 12.3 Linear Revenue, Cost and profit function
  • 12.4 Break-Even Analysis

Unit III: Trigonometry

Chapter 13 Angles and Trigonometric Ratios (Total – 6 hrs)

  • 13.1 Introduction
  • 13.2 Measurement of angles
  • 13.3 Trigonometric ratios of acute angle
  • 13.4 Relation between the trigonometric ratios

Chapter 14 Standard Angles and Allied Angles (Total – 6 hrs)

  • 14.1 Trigonometric Ratios of standard angles
  • 14.2 Signs of Trigonometric ratios
  • 14.3 Allied angles

Unit IV: Analytical Geometry

Chapter 15 Co-Ordinate System in a Plane (Total – 5 hrs)

  • 15.1 Introduction
  • 15.2 Rectangular Cartesian Co-ordinate system in a plane
  • 15.3 Distance Formula
  • 15.4 Section Formula
  • 15.5 Centroid Formula, Midpoint formula
  • 15.6 Area of the Triangle and quadrilateral

Chapter 16 Locus and its Equations (Total – 3 hrs)

  • 16.1 Introduction
  • 16.2 Equation of the locus of a point

Chapter 17 Straight Line (Total – 3 hrs)

  • 17.1 Introduction
  • 17.2 Slope or Gradient of a line
  • 17.3 Slope of Parallel Lines and Perpendicular Lines
  • 17.4 SJope of the line joining two points
  • 17.5 Standard forms of Equation of straight lines
  • 17.6 Equation of a line in general form
  • 17.7 Intersection of two lines
  • 17.8 Condition for concurrency of three lines
  • 17.9 Length of the perpendicular from a point to a line
  • 17.10 Distance between parallel lines

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Unit 1: Language Use

Part A

Part B

Unit 2: Reading

Unit 3: Writing

UNIT 4: Listening – Speaking

Appendix

Karnataka 2nd PUC English Blue Print of Model Question Paper

2nd PUC English Blue Print of Model Question Paper 1

2nd PUC English Blue Print of Model Question Paper 2

2nd PUC English Blue Print of Model Question Paper 3

Karnataka 2nd PUC English Design of the Question Paper

A. Length
a. Very Short Answer (VSA) (a word /phrase / sentence) (47 Marks)
b. Paragraph Answer (middle-length 80 to 100 words) (42 Marks)
c. Long Answer (LA) (in about 200 words) (11 Marks)

B. Level of Response (I to VII)
a. Easily Accessible (39 Marks)
b. Moderately Challenging (45 Marks)
c. Highly Challenging (16 Marks)

C. Rationale to be followed in the Question Paper
Section I
This should contain 4 questions on poetry and 8 on prose including the play. No True/False questions shall be asked. When MCQs are used, care should be taken to see that only one answer is possible.

Section II
Ten questions are to be set here. Out of ten, 7 shall be set on prose units including the play and 3 on poems. A student has to answer at least 2 questions on poems.

Section III
In this section an internal choice shall be provided with two questions set on prose units and one on poems. This question is aimed at testing the learner’s critical and analytical approach. The learner shall be provided an opportunity to come up with his/her personal views, stance and world view. The questions set in this section shall aim to do so.

Section IV
An unseen passage of moderate length is to be selected for this section. Ten questions on this passage are to be set. Along with questions on factual details, a few inferential questions shall be set. These inferential questions shall not be consecutive.
The questions set on lines chosen from the poem shall be aimed at testing extensive reading comprehension rather than testing the learner’s ability to appreciate. The lines from the poem shall be chosen from among the ones given in the Reading Unit of the Work Book.

Section V
This section shall contain questions on reported speech, use of the passive, dialogue writing, use of expressions and linkers. The questions set to test learning at these areas shall be contextualised.

Section VI
In this section questions on composition skills like note making, letter writing, speech writing and report writing shall be set. The letter shall be a job application. An internal choice shall be provided between speech writing (expansion) and report writing. For report writing, a bar chart, pie chart or line graph shall be given with a variety of data.

Section VII
This section aims to test the learner’s understanding of the pronominal words. For this purpose a short paragraph from the passage given at Q.No. 24 shall be given.
The question on jumbled segments shall have a minimum of five segments and shall be chosen from one of the prose units in the Course Book.

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Karnataka 2nd PUC Maths Question Bank with Answers

2nd PUC Maths Question Bank Chapter 1 Relations and Functions

2nd PUC Maths Question Bank Chapter 2 Inverse Trigonometric Functions

2nd PUC Maths Question Bank Chapter 3 Matrices

2nd PUC Maths Question Bank Chapter 4 Determinants

2nd PUC Maths Question Bank Chapter 5 Continuity and Differentiability

2nd PUC Maths Question Bank Chapter 6 Application of Derivatives

2nd PUC Maths Question Bank Chapter 7 Integrals

2nd PUC Maths Question Bank Chapter 8 Application of Integrals

2nd PUC Maths Question Bank Chapter 9 Differential Equations

2nd PUC Maths Question Bank Chapter 10 Vector Algebra

2nd PUC Maths Question Bank Chapter 11 Three Dimensional Geometry

2nd PUC Maths Question Bank Chapter 12 Linear Programming

2nd PUC Maths Question Bank Chapter 13 Probability

Karnataka 2nd PUC Maths Question Bank with Answers

Karnataka 2nd PUC Maths Blue Print of Model Question Paper

2nd PUC Maths Blue Print of Model Question Paper

2nd PUC Maths Design of the Question Paper

MATHEMATICS (35)
CLASS : II PUC

Time: 3 hour 15 minute ; Max. Marks: 100
(of which 15 minute for reading the question paper).
The weightage of the distribution of marks over different dimensions of the question paper shall be as follows:

2nd PUC Maths Weightage to Objectives:

Objective Weightage Marks
Knowledge 40% 60/150
Understanding 30% 45/150
Application 20% 30/150
Skill 10% 15/150

2nd PUC Maths Weightage to level of difficulty:

Level Weightage Marks
Easy 35% 53/150
Average 55% 82/150
Difficult 10% 15/150

2nd PUC Maths Weightage to content/subject units:

Chapter
No.
Chapter No. of teaching Hours Marks
1 RELATIONS AND FUNCTIONS 11 11
2 INVERSE TRIGONOMETRIC FUNCTIONS 8 8
3 MATRICES 8 9
4 DETERMINANTS 13 12
5 CONTINUITY AND DIFFERENTIABILITY 19 20
6 APPLICATION OF DERIVATIVES 11 10
7 INTEGRALS 21 22
8 APPLICATION OF INTEGRALS 8 8
9 DIFFERENTIAL EQUATIONS 9 10
10 VECTORS 11 11
11 THREE DIMENSIONAL GEOMETRY 12 11
12 LINEAR PROGRAMMING 7 7
13 PROBABILITY 12 11
TOTAL 150 150

2nd PUC Maths Pattern of the question paper:

Part Type of questions Number of questions to be set Number of questions to be answered Remarks
A 1 mark questions 10 10 Compulsory part
B 2 mark questions 14 10 —–
C 3 mark questions 14 10 —–
D 5 mark questions 10 6 Questions must be asked from specific set of topics as mentioned below.
E 10 mark questions (Each question with two sub divisions namely a) 6 mark and b) 4 mark ) 2 1

Instructions:
Content areas to select questions for PART – D and PART – E
a) In part D

  1. Relations and functions: Problems on verification of invertibility of a function and writing its inverse.
  2. Matrices: Problems on algebra of matrices .
  3. Determinants: Problems on finding solution to simultaneous linear equations involving three unknown quantities by matrix method.
  4. Continuity and differentiability: Problems on second derivatives only.
  5. Application of derivatives: Problems on derivative as a rate measurer.
  6. Integrals: Derivations on indefinite integrals and evaluation of an indefinite integral by using the derived formula.
  7. Application of integrals: Problems on finding the area of the bounded region by the method of integration.
  8. Differential equations: Problems on solving linear differential equations only.
  9. Three dimensional geometry: Derivations on three dimensional geometry (both vector and Cartesian form)
  10. Probability: Problems on Bernoulli Trials and Binomial distribution.

b) In PART E:
(i) 6 mark questions must be taken from the following content areas
Integrals: Derivations on definite integrals and evaluation of a definite integral using the derived formula.
Linear programming: Problems on linear programming.
(ii) 4 mark question must be taken from the following content areas.
Continuity and differentiability: Problems on continuous functions.
Determinants: Problems on evaluation of determinants by using properties.

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प्रथम सोपान – गद्य भाग

द्वितीय सोपान – पद्य भाग

अ) मध्यकालीन कविता

आ) आधुनिक कविता

तृतीय सोपान – अपठित भाग (एकांकियाँ)

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Sahitya Gaurav 2nd PUC Hindi Workbook Answers Abhyas Pustika

प्रथम सोपान – गद्य भाग

द्वितीय सोपान – पद्य भाग

अ) मध्यकालीन कविता

आ) आधुनिक कविता

तृतीय सोपान – अपठित भाग (एकांकी)

चतुर्थ सोपान – व्याकरण तथा रचना

Karnataka 2nd PUC Hindi Blue Print of Model Question Paper

2nd PUC Hindi Blue Print of Model Question Paper

2nd PUC Hindi Blue Print of Model Question Paper 2

2nd PUC Hindi Blue Print of Model Question Paper 3

Karnataka 2nd PUC Hindi प्रश्न पत्र का ढाँचा

2nd PUC Hindi Blue Print of Model Question Paper 1

I. अ. एक शब्द या वाक्यांश या वाक्य में उत्तर लिखिए : (छ: प्रश्न) (6 × 1 = 6)
आ. किन्हीं तीन प्रश्नों के उत्तर लिखिए : (पाँच प्रश्नों में से तीन) (3 × 3 = 9)

II. अ. निम्नलिखित वाक्य किसने किससे कहे ? (चार प्रश्न) (4 × 1 = 4)
आ. ससंदर्भ स्पष्टीकरण कीजिए : (चार प्रश्नों में से दो प्रश्न) (2 × 3 = 6)

III. अ. एक शब्द या वाक्यांश या वाक्य में उत्तर लिखिए : (छ: प्रश्न) (6 × 1 = 6)
(मध्यकालीन कविता में से दो प्रश्न तथा आधुनिक कविता में से चार प्रश्न)
आ. किन्हीं दो प्रश्नों के उत्तर लिखिए : (चार प्रश्नों में से दो प्रश्न) (2 × 3 = 6)
(मध्यकालीन कविता में से एक प्रश्न तथा आधुनिक कविता में से तीन प्रश्न)
इ. ससंदर्भ भाव स्पष्ट कीजिए : (2 × 4 = 8)
(मध्यकालीन कविता -दो में से एक आधुनिक कविता दो में से एक)

IV. अ. एक शब्द या वाक्यांश या वाक्य में उत्तर लिखिए: (5 × 1 = 5)
(पाँच प्रश्न) [कम से कम दो प्रश्न एक एकांकी से]
आ. किन्हीं दो प्रश्नों के उत्तर लिखिए: (2 × 5 = 10)
(i) प्रथम एकांकी से दो प्रश्नों में से कोई एक प्रश्न
(ii) द्वितीय एकांकी से दो प्रश्नों में से कोई एक प्रश्न

V. अ. वाक्य शुद्ध कीजिए : (चार वाक्य) (4 × 1 = 4)
आ. रिक्त स्थान की पूर्ति कीजिए : (चार रिक्त स्थान) (4 × 1 = 4)
(कारक चिह्न या उचित शब्द)
इ. सूचनानुसार काल बदलिए : (तीन वाक्य) (3 × 1 = 3)
ई. मुहावरों को अर्थ के साथ जोड़कर लिखिए : (4 × 1 = 4)
उ. अन्य लिंग रूप लिखिए : (तीन शब्द) (3 × 1 = 3)
ऊ. अनेक शब्दों के लिए एक शब्द : (तीन शब्द) (3 × 1 = 3)
ए. उपसर्ग जोड़कर लिखिए : (दो शब्द) (2 × 1 = 2)
ऐ. प्रत्यय अलग कर लिखिए : (दो शब्द)

VI. अ. किसी एक विषय पर निबंध लिखिए : (तीन में से एक) (1 × 5 = 5)
(अथवा)
पत्र लेखन
आ. अपठित गद्यांश (5 × 1 = 5)
इ. अनुवाद (कन्नड़/अंग्रेज़ी से हिन्दी में) (पाँच वाक्य) (5 × 1 = 5)

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Karnataka 2nd PUC Biology Question Bank with Answers

Karnataka 2nd PUC Biology Question Bank with Answers

Karnataka 2nd PUC Biology Blue Print of Model Question Paper

2nd PUC Biology Blue Print of Model Question Paper

2nd PUC Biology Blue Print of Model Question Paper 1 2nd PUC Biology Blue Print of Model Question Paper 2
2nd PUC Biology Blue Print of Model Question Paper 3

Karnataka 2nd PUC Biology Design of the Question Paper

Time: 3 Hours 15 Minutes (of which 15 minutes for reading the question paper)
Max. Marks: 70
The weightage of the distribution of marks over different dimensions of the question paper shall be as follows:

2nd PUC Biology Weightage to Objectives:

Objective Weightage (%) Marks
Knowledge 40 % 42
Understanding 30 % 33
Application 15 % 15
Skill 15 % 15

Note: 1% or 2% variation is allowed per objective.
Note: Variation of one mark per chapter/unit is allowed. However the total marks should not exceed 105.

2nd PUC Biology Weightage to forms of questions:

Karnataka 2nd PUC Biology Design of the Question Paper

2nd PUC Biology Weightage to level of difficulty:

Level Weightage % Marks
Easy 40 % 28
Average 40 % 28
Difficult 20 % 14

General Instructions:

  • Questions should be clear, unambiguous understandable and free from grammatical errors.
  • Questions which are based on same concepts, law, fact etc. and which generate the same answer should not be repeated under different forms (VSA, SA and LA)

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Karnataka 2nd PUC Chemistry Question Bank with Answers

Karnataka 2nd PUC Chemistry Question Bank with Answers

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2nd PUC Chemistry Blue Print of Model Question Paper

2nd PUC Chemistry Blue Print of Model Question Paper 1

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Karnataka 2nd PUC Physics Question Bank with Answers

Karnataka 2nd PUC Physics Question Bank with Answers

Karnataka 2nd PUC Physics Syllabus and Marking Scheme

Karnataka 2nd PUC Physics Blue Print of Model Question Paper

2nd PUC Physics Blue Print of Model Question Paper 1

2nd PUC Physics Blue Print of Model Question Paper 2
2nd PUC Physics Blue Print of Model Question Paper 2.1

2nd PUC Physics Blue Print of Model Question Paper 3

Karnataka 2nd PUC Physics Question Paper Design

Time: 3 Hours 15 Minutes (of which 15 minutes for reading the question paper).
Maximum Marks: 70

The weightage of the distribution of marks over different dimensions of the question paper is as follows:

A. Weightage to Objectives:

Objective Weightage Marks
Knowledge 40% 43/105
Understanding 30% 31/105
Application 20% 21/105
Skill 10% 10/105

B. Weightage to Content/Subject Units:

Karnataka 2nd PUC Physics Weightage to Content Subject Units

C. Weightage to forms of Questions:

Karnataka 2nd PUC Physics Weightage to Content Subject Units 1

Note:

  1. Questions in IV Main must be set from Unit I to V.
  2. Questions in V Main must be set from Unit VI to X.
  3. Questions in VI Main must be set such that one Numerical Problem is from every 2 successive units.

D. Weightage to the Level of Difficulty:

Level Weightage Marks
Easy 40% 43/105
Average 40% 42/105
Difficult 20% 20/105

General Instructions

  • Questions should be clear, unambiguous, understandable and free from grammatical errors.
  • Questions which are based on the same concept, law, fact etc. and which generate the same answer should not be repeated under different forms (VSA, SA, LA and NP).
  • Questions must be set based on the blowup syllabus only.

2nd PUC Physics Practical Exam Syllabus

List of Experiments

  1. To find resistance of a given wire using metre bridge and hence determine the specific resistance of its material.
  2. To determine resistance per cm of a given wire .by plotting a graph of potential difference versus current.
  3. To verify the laws of combination (series/ parallel) of resistances using a metre bridge.
  4. To compare the EMFs of two given primary cells using potentiometer.
  5. To determine the internal resistance of given primary cell using potentiometer.
  6. To determine resistance of a galvanometer by half-deflection method and to find its.figure of merit.
  7. To convert the given galvanometer (of known resistance of figure of merit) into an ammeter and voltmeter of desired range and to verify the same.
  8. To find the frequency of the ac mains with a sonometer.
  9. To find the value of v for different values of u in case of a concave mirror and to find the focal ‘ length.
  10. To find the focal length of a convex mirror, using a convex lens.
  11. To find the focal length of a convex lens by plotting graphs between u and v or between 1/uand 1/v.
  12. To find the focal length of a concave lens, using a convex lens.
  13. To determine angle of minimum deviation for a given prism by plotting a graph between the angle of incidence and the angle of deviation.
  14. To determine the refractive index of a glass slab using a travelling microscope.
  15. To find the refractive index of a liquid by using
    • Concave mirror
    • Convex lens and plane mirror.
  16. To draw the I-V characteristics curves of a p-n junction in forward bias and reverse bias.
  17. To draw the characteristics curve of a Zener diode and to determine its reverse break down voltage.
  18. To study the characteristics of a common- emitter NPN or PNP transistor and to find out the values of current and voltage gains.

2nd PUC Physics Practical Exam Marking Scheme

General Instructions

  • Duration of practical examination: 2 hours.
  • Maximum marks allotted: 30 marks.
  • At least TEN (10) different experiments have to be set in the practical Examination.

Scheme of Evaluation

A. Weightage of Marks

S.No. Particulars Marks
I Performing the Experiment 20
II Viva – Voce 4
III Practical Record 6
Total 30

B. Distribution of Marks

I. Performing the Experiment

  1. Writing the principle of the experiment (2 Marks)
  2. Writing the formula and explaining the terms (2 Marks)
  3. Writing the diagram/figure/circuit with labelling (At least two parts) (2 Marks)
  4. Writing the tabular column/observation pattern (2 Marks)
  5. Constructing the experimental set up/ circuit (3 Marks)
  6. Performing the experiment and entering the readings into the tabular column/Observation pattern (4 Marks)
  7. Substitution and calculation/plotting the graph and calculation (3 Marks)
  8. Result with a unit (2 Marks)
  9. Total 20 marks

Note for S.No.6

  • At least three (3) trials have to be taken in case of finding mean value.
  • At least six (6) readings have to be taken in case of plotting the graph.

II. Viva – Voce

  1. Four questions must be asked and each question carries 1 mark.
  2. The questions in the viva- voce should be simple, direct and related to the experiment being performed by the student.

III. Practical Record

  1. If the student has performed and recorded 13 experiments or more (6 Marks)
    (91% to 100% of the experiments prescribed for the practical examination or more)
  2. If the student has performed and recorded 11 or 12 experiments. (5 Marks)
    (81% to 90% of the experiments prescribed for the practical examination)
  3. If the student has performed and recorded 10 experiments. (4 Marks)
    (71% to 80% of the experiments prescribed for the practical examination)
  4. If the student has performed and recorded below 10 and above 5 experiments. (3 Marks)
    (41% to 70% of the experiments prescribed for the practical examination)
  5. If die student has performed and recorded 5 or less than 5 experiments. (0 Marks)
    (40% & below 40% Of the experiments prescribed for the practical examination)

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