1st PUC Computer Science Model Question Papers with Answers 2021-22

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Karnataka 1st PUC Geography Blue Print of Model Question Paper

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1st PUC Statistics Question Bank with Answers

Karnataka 1st PUC Statistics Question Bank with Answers

1st PUC Statistics Features of the Question Bank

  • For the first time Pre-University Department has been released the Question Bank for the First Year PUC Statistics.
  • First Year PUC Statistics Text Book contains 10 units
  • The questions in the Question Bank are framed for all the units on the basis of the text book.
  • Following is the pattern of the Question Bank.
    Section A-each question carries one mark.
    Section B – each question carries two marks.
    Section C – each question carries five marks.
    Section D- each question carries ten marks.
    Section E- each question carries five marks (Practical – oriented questions).
  • Tests, Mid-term and Annual Examination Question Papers should be based on this Question Bank.
  • Model Question Papers are given at the end of the question bank.

Karnataka 1st PUC Statistics Question Paper Pattern

Karnataka 1st PUC Statistics Question Paper Pattern

Karnataka 1st PUC Statistics Blue Print of Model Question Paper

1st PUC Statistics Blue Print of Model Question Paper 1

Karnataka 1st PUC Statistics Syllabus and Marking Scheme

Unit I Introduction to Statistics and Some Basic Concepts:

Meaning – Origin – Scope of Statistics. Definitions – in singular and plural sense. Characteristics, Branches, Functions and limitations of Statistics. Statistical applications in other subjects. Distrust of Statistics – causes and remedies. Some basic concepts – units, population, sample, qualitative characteristic, quantitative characteristic, attribute, variables (discrete and continuous), nominal scale and ordinal scale.

Unit II Organization of Data:

Statistical enquiry and its stages. Primary and Secondary data. Methods of collection of primary data, with merits and demerits. Essentials of a good questionnaire. Questionnaire and schedule with respect to their relative merits and demerits. Sources of secondary data. Census Enumeration and Sample Survey with respect to their relative merits and demerits. Pilot survey. Sampling – Methods of sampling – simple random sampling, stratified sampling and systematic sampling. Errors of sampling.

Unit III Classification and Tabulation:

Classification – Introduction, Meaning and objectives of classification, Types – (i) Chronological (Temporal) (ii) Geographical (Spatial) (iii) Qualitative (Simple and manifold) (iv) Quantitative, Explanation with examples.

Formation discrete and continuous frequency distributions: Explanation of range, class, class limits, class intervals inclusive, exclusive open-end classes, correction factors conversion of inclusive classes to exclusive classes, class mid-point, width of the class interval, formation of less than and more than cumulative frequency distributions, frequency density, relative frequency. Rules of classification. Formation of uni-variate and bi-variate frequency distributions.

Tabulation : Meaning, difference between classification and tabulation. Parts of a table- Format of a table and brief explanation of parts of table, Rules of tabulation, Types of tables-
(i) simple and complex (many-fold) tables (ii) General and special purpose tables; preparation of blank tables, tables with numerical information.

Unit IV Diagrammatic and Graphical Representation of Data:

Diagrams – Meaning, needs of diagrams, General rules of construction of diagrams – simple, multiple, component, percentage bars – problems and constructions. Component (sub divided) Pie diagram.

Graphs – Explanation, types – Histogram (Equal and Unequal width of class intervals), examples for obtaining mode from Histogram. Frequency Polygon and frequency curve – meaning, method of construction with and without histogram. Ogives – Meaning method of construction of both less than and more than Ogives. Examples. Obtaining the values of Median and Quartiles from less than Ogive. Comparison of tables and diagrams, difference between diagrams and graphs.

Unit V Analysis of Univariate Data:

(a) Measures of central tendency (Averages) – Meaning, objectives, definition of an average, definition of central tendency, essentials of a good average. Types of averages,

  1. Arithmetic mean – Definition, problems for both ungrouped and grouped data, one missing frequency problems, properties of mean with numerical applications, corrected mean in case of one wrong observation, merits and demerits.
  2. Median – Definition, problems for ungrouped and grouped data, one missing frequency problems, graphical solution of median, merits and demerits.
  3. Mode – Definition, problems for ungrouped and grouped data (excluding grouping method). Graphical solution of mode, merits and demerits, Empirical relationship among mean, median and mode.
  4. Geometric mean – Definition, problems for ungrouped and grouped data, problems on growth rates and interest rates, merits and demerits.
  5. Harmonic mean – Definition, problems for ungrouped and grouped data, problems on average speed, average number of days required for the completion of a given work, merits and demerits. Relationship between AM, GM and HM.

(b) Measures of position – Meaning, definitions of quartiles, deciles and percentiles. Problem on ungrouped and grouped data.

(c) Measures of dispersion – Meaning, objectives, definition, essentials of a good measure
of dispersion. Absolute and relative measures of dispersion.
Types – absolute and relative measures.

  1. Range – Definition, absolute and relative measures formulae, problems on ungrouped data.
  2. Quartile deviation – Definition, absolute and relative measures formulae, problems on ungrouped and grouped data.
  3. Mean deviation – Definition, absolute and relative measures formulae, problems on ungrouped and grouped data based on mean, median and mode.
  4. Standard deviation – Definition, problems on ungrouped and grouped data, properties of standard deviation with numerical applications and variance. Coefficient of variation for ungrouped and grouped data.

(d) Moments, Skewness and kurtosis-

  1. Moments – Meaning, definition of centrla moments, description of first four central moments. Formulae for β1, γ1, β2 and γ2.
  2. Skewness – Definition, types with diagram measures of skewness – Karl Pearson’s and Bowley’s coefficient of skewness for grouped data. Skewness based on moments (for given values of µ2 and µ3 finding β2).
  3. Kurtosis – Definition, explanation of kurtosis with neat diagram, measure of kurtosis based on moments (given the values of µ4 and µ2 finding β2).

Unit VI Analysis of Bivariate Data:

(a) Correlation – Definition, Types – Simple, multiple, partial. Causation – Spurious, positive, negative, perfect and no correlation explanation with examples. Significance of study of correlation analysis.
Measurement of correlation – scatter diagram explanation with charts, merits and demerits. Problems regarding construction of scatter diagram.

Karl Pearson’s coefficient of correlation – definition, formulae for ungrouped and grouped data. Properties of coefficient of correlation, interpretation. Problems – ungrouped and grouped data.
Spearman’s coefficient of rank correlation – without ties and tie (one or two), interpretation. Problems – with ties (One or two repeated ranks) and without ties.

(b) Regression – Definition, regression lines/equations of x and y and y on x. Properties of regression coefficient and regression lines/equations, Problems on ungrouped and grouped data, uses of regression analysis. Comparison between correlation and regression.

Unit VII Association and attributes:
Introduction, definition, notations – meaning and methods of association. Yule’s coefficient of association and its applications.

Unit VIII Interpolation and Extrapolation:
Meaning and utilities of interpolation and extrapolation. Binomial expansion method of interpolation (with one missing value) and Extrapolation for next successive value. Merits and demerits, applications.

Unit IX Theory of probability:

Introduction to probability, Definition of Experiment, Outcomes, Deterministic experiment, Random experiment, Sample space, Null event, Simple event, Compound event, Sure event with examples. Meaning of Favourable and Exhaustive outcomes, Equally likely events, Union and intersection of events, Mutually exclusive events, Complement of an event with examples. Meaning of Classical and Empirical/statistical methods of assigning probabilities. Classical/Mathematical, Empirical/Statistical and axiomatic definitions of probability. Statement and proofs (on basis of Mathematical definition) of P(Φ) = 0 P(S) = 1, 0 ≤ P(A) ≤ 1, P(A) + P(A’) = 1, Statement and proofs (on basis of Mathematical definition) of addition theorem of probability – for two non-mutually and mutually exclusive events. Definition and examples of independent, dependent events and conditional probability. Statement and proofs (on basis of Mathematical definition) of multiplication theorem of probability – for dependent and independent events and applications.

Unit X Random Variable and Mathematical expectation of a discrete random variable:

Definition with examples of discrete and continuous random variables. Definition of probability mass function and probability density function. Bivariate and marginal probability distributions definitions with examples.

Definition of Expected value/mean, variance and standard deviation of a discrete random variable. Related functions defined on a discrete random variable, applications (solving numerical and verbal problems), including the case of missing probabilities. Expectation and variance of following functions with proofs – a, aX, aX ± b where ‘a’ and ‘b’ are any two constants and related examples.

Statement and proofs of addition and multiplication theorem of Expectation. Covariance and correlation coefficient of bivariate random variables.

1st PUC Statistics List of Practicals

  1. Formation of Univariate and Bivariate Frequency Distributions
  2. Preparation of Blank Tables and Tables with Information
  3. Diagrammatic Representation of Data
  4. Graphical Representation of Frequency Distribution
  5. Measures of Central Tendency and Positions
  6. Measures of Dispersion
  7. Measures of Skewness
  8. Correlation
  9. Regression
  10. Association of Attributes, Interpolation and Extrapolation
  11. Probability Applications
  12. Mathematical Expectation
  13. Covariance and Correlation of Random Variables

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प्रथम सोपान – गद्य भाग

द्वितीय सोपान – पद्य भाग

(अ) मध्ययुगीन काव्य

(आ) आधुनिक कविता

तृतीय सोपान – अपठित भाग (कहानियाँ)

1st PUC Hindi Workbook Answers

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चतुर्थ सोपान – व्याकरण तथा रचना

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Karnataka 1st PUC Maths Blue Print of Model Question Paper

1st PUC Maths Blue Print of Model Question Paper

Instructions:
Content area to select questions for PART D and PART E
(a) In PART D

  1. Relations and functions: Problems on drawing graph of a function and writing its domain and range.
  2. Trigonometric functions: Problems on Transformation formulae.
  3. Principle of Mathematical Induction: Problems.
  4. Permutation and Combination: Problems on combinations only.
  5. Binomial theorem: Derivation/problems on Binomial theorem.
  6. Straight lines: Derivations.
  7. Introduction to 3D geometry: Derivations.
  8. Limits and Derivatives: Derivation / problems.
  9. Statistics: Problems on finding mean deviation about mean or median.
  10. Linear inequalities: Problems on solution of system of linear inequalities in two variables.

(b) In PARTE

6 mark questions must be taken from the following content areas only.

  1. Derivations on trigonometric functions.
  2. Definitions and derivations on conic sections.

4 mark questions must be taken from the following content areas only.

  1. Problems on algebra of derivatives.
  2. Problems on summation of finite series.

Unit-I: Sets and Functions

Chapter 1 Sets:
Sets and their representations. Empty set. Finite and Infinite sets. Equal sets. Subsets. Subsets of a set of real numbers especially intervals (with notations). Power set. Universal set. Venn diagrams. Union and Intersection of sets. Difference of sets. Complement of a set. Properties of Complement Sets. Practical Problems based on sets. (8 Hours)

Chapter 2 Relations & Functions:
Ordered pairs, Cartesian product of sets. Number of elements in the cartesian product of two finite sets. Cartesian product of the sets of real (upto R x R). Definition of relation, pictorial diagrams, domain, co-domain and range of a relation. Function as a special kind of relation from one set to another. Pictorial representation of a function, domain, co-domain and range of a function. Real valued functions, domain and range of these functions: constant, identity, polynomial, rational, modulus, signum, exponential, logarithmic and greatest integer functions, with their graphs. Sum, difference, product and quotients of functions. (10 Hours)

Chapter 3 Trigonometric Functions
Positive and negative angles. Measuring angles in radians and in degrees and conversion of one into other. Definition of trigonometric functions with the help of unit circle. Truth of the sin2x+cos2x=1, for all x. Signs of trigonometric functions. Domain and range of trignometric functions and their graphs. Expressing sin (x±y) and cos (x±y) in terms of sin x, sin y, cos x & cos y and their simple application. Deducing identities like the following:

Identities related to sin 2x, cos 2x, tan 2x, sin 3x, cos 3x and tan 3x. General solution of trigonometric equations of the type sin y = sin a, cos y = cos a and tan y = tan a and problems. Proofs and simple applications of sine and cosine rule. (18 Hours)

Unit-II: Algebra

Chapter 4 Principle of Mathematical Induction:
Process of the proof by induction, motivating the application of the method by looking at natural numbers as the least inductive subset of real numbers. The principle of mathematical induction and simple applications. (4 Hours)

Chapter 5 Complex Numbers and Quadratic Equations:
Need for complex numbers, especially √1, to be motivated by inability to solve some of the quardratic equations. Algebraic properties of complex numbers. Argand plane and polar representation of complex numbers. Statement of Fundamental Theorem of Algebra, solution of quadratic equations in the complex number system. Square root of a complex number. (8 Hours)

Chapter 6 Linear Inequalities:
Linear inequalities. Algebraic solutions of linear inequalities in one variable and their representation on the number line. Graphical solution of linear inequalities in two variables. Graphical solution of system of linear inequalities in two variables. (8 Hours)

Chapter 7 Permutations and Combinations:
Fundamental principle of counting. Factorial n. Permutations and combinations, derivation of formulae and their connections, simple applications. (9 Hours)

Chapter 8 Binomial Theorem:
History, statement and proof of the binomial theorem for positive integral indices. Pascal’s triangle, General and middle term in binomial expansion, simple applications. (7 Hours)

Chapter 9 Sequence and Series:
Sequence and Series. Arithmetic Progression (A.P.). Arithmetic Mean (A.M.) Geometric Progression (G.P.), general term of a G.P., sum of n terms of a G.P., Arithmetic and Geometric series infinite G.P. and its sum, geometric mean (G.M.), relation between A.M. and G.M. Formula for the following special sum: (9 Hours)

Unit-III: Coordinate Geometry

Chapter 10 Straight Lines:
Brief recall of two dimensional geometry from earlier classes. Shifting of origin. Slope of a line and angle between two lines. Various forms of equations of a line: parallel to axis, point-slope form, slope-intercept form, two-point form, intercept form and normal form. General equation of a line. Equation of family of lines passing through the point of intersection of two lines. Distance of a point from a line. (10 Hours)

Chapter 11 Conic Sections:
Sections of a cone: circles, ellipse, parabola, hyperbola; a point, a straight line and a pair of intersecting lines as a degenerated case of a conic section. Standard equations and simple properties of parabola, ellipse and hyperbola. Standard equation of a circle. (8 Hours)

Chapter 12 Introduction to Three–dimensional Geometry:
Coordinate axes and coordinate planes in three dimensions. Coordinates of a point. Distance between two points and section formula. (5 Hours)

Unit-IV: Calculus

Chapter 13 Limits and Derivatives:
Derivative introduced as rate of change both as that of distance function and geometrically.

Intutive idea of limit. Limits of polynomials and rational functions, trignometric, exponential and logarithmic functions. Definition of derivative, relate it to slope of tangent of a curve, derivative of sum, difference, product and quotient of functions. The derivative of polynomial and trignometric functions. (14 Hours)

Unit-V: Mathematical Reasoning

Chapter 14 Mathematical Reasoning:
Mathematically acceptable statements. Connecting words/ phrases – consolidating the understanding of “if and only if (necessary and sufficient) condition”, “implies”, “and/or”, “implied by”, “and”, “or”, “there exists” and their use through variety of examples related to real life and Mathematics. Validating the statements involving the connecting words difference between contradiction, converse and contrapositive. (6 Hours)

Unit-VI: Statistics and Probability

Chapter 15 Statistics:
Measures of dispersion; Range, mean deviation, variance and standard deviation of ungrouped/grouped data. Analysis of frequency distributions with equal means but different variances. (7 Hours)

Chapter 16 Probability:
Random experiments; outcomes, sample spaces (set representation). Events; occurrence of events, ‘not’, ‘and’ and ‘or’ events, exhaustive events, mutually exclusive events, Axiomatic (set theoretic) probability, connections with the theories of earlier classes. Probability of an event, probability of ‘not’, ‘and’ and ‘or’ events. (8 Hours)

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Karnataka 1st PUC Accountancy Blue Print of Model Question Paper

1st PUC Accountancy Blue Print of Model Question Paper 1
1st PUC Accountancy Blue Print of Model Question Paper 2

For the first time department of PU Education is releasing the Question Bank for 1 PUC Accountancy subject based on NCERT XI Standard Text Book. It has two volumes. I volume Financial Accounting Part-I consists of 8 chapters and II volume Financial Accounting Part-II consists of 7 chapters of which only 5 chapters are retained by department. All the chapters of first book and only 5 chapters in second book are retained. Chapter 14 and 15 of II volume are excluded.

1st PUC Accountancy Course Structure

1st PUC Accountancy Course Structure 1

1st PUC Accountancy Chapterwise Weightage of Marks, Allotment of Hours and Typology of Questions

1st PUC Accountancy Chapterwise Weightage of Marks
1st PUC Accountancy Chapterwise Weightage of Marks 1

1st PUC Accountancy General Guidelines/Instructions:

  1. Availability of teaching hours in a year will be 140 only.
  2. Split-up of available teaching hours:
    05 Hours – For bridge course
    120 Hours – For completion of course content (excluding POQ)
    15 Hours – For the completion of 15 POQs
  3. Duration of Annual Examination will be 3 Hours and 15 Minutes only.
  4. Maximum marks of a question paper will be 167.
  5. While framing the questions, weightage should be given to instructional objectives as follows:
    Karnataka 1st PUC Accountancy Question Bank with Answers 1
  6. While preparing the question paper due weightage should be given to the difficulty level as follows:
    Karnataka 1st PUC Accountancy Question Bank with Answers 2
  7. Detailed Course structure, Question Paper Design, Blue Print, Program of work and Chapter-wise Questions are given for the use of lecturers and students.
  8. Tests, Mid-term and Annual Examination question paper should be strictly as per the stipulated Question Paper Pattern only.
  9. Coverage of syllabus should be as per the given Program of work only.
  10. Rules of Debit and Credit should be taught by using Accounting Equation Method only (Assets, Liabilities, Capital, Incomes and Expenses Accounts).

Special Note: For the purpose of knowledge and understanding, more number of items/transactions are given in the problems. However, Question Paper setter should adhere strictly to the specific instructions given pertaining to each topic. Q.P.setter has a freedom to select appropriate items/transactions or modify the questions, if necessary, to suit the scheme of evaluation.

1st PUC Accountancy Specific Instructions (Section-wise):

Section-A: One Mark Questions:

  1. No question should be based on a trivial information or contents.
  2. Note that, before selecting a very short answer type questions, think of the intended answer first to which that answer is the only appropriate response.
  3. Question should be frame in a clear, precise and unambiguous language, well within the comprehension of the students.
  4. Question should be straight, simple, understandable, free from grammatical and spelling errors.
  5. Questions should be selected from stipulated chapters only(see chapter-wise distribution of marks)
  6. Generally, questions of knowledge and understanding are best suited to this section.
  7. Each and every question should test a definite objective
  8. Typology of questions are as follows:
    Karnataka 1st PUC Accountancy Question Bank with Answers 3
  9. Questions under different types which generate the same answers which are based on the same concepts or contents are not to be asked.
  10. Very small application/skill based questions may also be selected under this section.
  11. Answer to all the questions of section-A should be placed continuously at one place only.

Section-B: Two Marks Questions:

  1. Questions should be selected from the stipulated chapters only (See chapter-wise distribution of Marks)
  2. Questions should be selected to suit the scheme.
  3. Questions under this section may be in a question form/statement form/small calculations, etc. (for theory question only)
  4. Questions under this section may be as follows:-
    Definitions, meanings, features, merits, demerits, types, examples, steps, differences, methods, small calculations, journal entry, etc.

Section-C: Six Marks Questions:

  1. Questions/ problems should be selected from the stipulated chapters only. (See chapter-wise distribution of marks)
  2. Items, transactions, entries, etc. should suit to the scheme of evaluation.
    Karnataka 1st PUC Accountancy Question Bank with Answers 4Karnataka 1st PUC Accountancy Question Bank with Answers 5
  3. Out of seven questions, 1 theory based question should be taken from chapter No. 13 (Computerised Accounting System) only.
  4. Selection of the remaining questions (problems)

Section-D: Twelve Marks Questions:

  1. Problems should be selected from the stipulated chapters only. (See chapter-wise distribution of marks)
  2. Items, transactions, entries, etc., should suit to the scheme of evaluation.

Karnataka 1st PUC Accountancy Question Bank with Answers 6
Karnataka 1st PUC Accountancy Question Bank with Answers 7

Section-E: Practical Oriented Questions for 5 Marks:

1. Three questions are to be selected from the given list only. (See the blue print)
2. Selection of 3 questions:-
First question: from Sr.No.l to 5 in the list of POQs.
Second question: from Sr. No. 6 to 10 in the list of POQs.
Third question: from Sr. No. 11 to 15 in the list of POQs.
This should be strictly followed while setting the question paper.
Important Note:- Care should be taken to avoid duplication of questions in the different sections of the question paper.

1st PUC Accountancy Suggested Question Paper Design

1st PUC Accountancy Suggested Question Paper Design
1st PUC Accountancy Suggested Question Paper Design 1

Karnataka 1st PUC Accountancy Syllabus

1. Introduction to Accounting
1.1 Meaning of Accounting
1.2 Accounting as source of information
1.3 Objectives of Accounting
1.4 Role of Accounting
1.5 Basic Terms in Accounting: Entity, Transaction, Assets, Liabilities, Capital, Sales, Revenues, Expenses, Expenditure, Profit, Gain, Loss, Discount, voucher, Goods, Drawings, Purchases, Stock, Debtors, Creditors.

2. Theory Base of Accounting
2.1 Generally Accepted Accounting Principles
2.2 Basic accounting concepts:
Business Entity, Money Measurement, Going concern, Accounting Period, Cost, Dual, Aspect, Revenue Recognition, Matching Full Disclosure Consistency, Conservatism (Prudence) Materiality, Objectivity.
2.3 Systems of Accounting
2.4 Basic of Accounting
2.5 Accounting Standards
2.6 International Financial Reportirig Standards

3. Recording of Transactions – I
3.1 Business Transactions and Source Document
3.1.1 Preparation of Accounting Vouchers
3.2 Accounting Equation:
3.3 Using Debit and Credit
3.4 Books of Original Entry
3.4.1 Journal
3.5 Ledger
3.5.1 Classification of Ledger Accounts
3.6 Posting from Journal

4. Recording of Transactions – II
4.1 Cash Books
4.1.1 Single Column Cash Book
4.1.2 Double Column Cash Book
4.1.3 Petty Cash Book
4.1.4 Balancing of Cash Book
4.2 Purchases Book
4.3 Purchases Returns Book
4.4 Sales Book
4.5 Sales Returns Book
4.6 Journal Proper
4.7 Balancing the Accounts

5. Bank Reconciliation Statement
5.1 Need for reconciliation
5.1.1 Timing differences
5.1.2 Differences caused by errors
5.2 Preparation of BRS
5.3 Preparation of BRS – without adjusting Cash Book Balance

6. Trial Balance and Rectification of Errors
6.1 Meaning of Trial Balance
6.2 Objectives of preparing Trial Balance
6.2.1 To ascertain the arithmetical accuracy of ledger accounts
6.2.2 To help in locating errors
6.2.3 To help in the preparation of the financial statements
6.3 Preparation of Trial Balance
6.3.1 Total Method
6.3.2 Balance Method
6.3.3 Totals-Cum-Balance Method
6.4 Significance of Agreement of Trial Balance
6.4.1 Classification of Errors
6.4.2 Errors of Commission
6.4.3 Errors of Omission
6.4.4 Errors of Principle
6.4.5 Compensating Errors
6.5 Searching of Errors
6.6 Rectification of Errors
6.6.1 Rectification of errors which do not afffect the trial balance
6.6.2 Rectification of errors affecting Trial Balance
6.6.3 Rectification of errors in the next accounting year

7. Depreciation, Provisions and Reserves
7.1 Depreciation
7.1.1 Meaning of Depreciation
7.1.2 Features of Depreciation
7.2 Depreciation and other similar terms
7.2.1 Depletion
7.2.2 Amortisation
7.3 Causes of Depreciation (7.3.1 to 7.3.4)
7.4 Need for Depreciation (7.4.1 to 7.4.4)
7.5 Factors affecting the amount of Depreciation (7.5.1 to 7.5.4)
7.6 Methods of Calculating Depreciation Amount
7.6.1 Straight Line Method
7.6.1.1 Advantages of Straight Line Method
7.6.1.2 Limitations of SLM
7.6.2 Written down value method
7.6.2.1 Advantages of WDVM
7.6.2.2 Limitations of WDVM
7.7 SLM and WDVM : A Comparative Analysis
7.7.1 Basic of charging Depreciation
7.7.2 Annual Charge of Depreciation
7.7.3 Total charge against P and L A/c (Depreciation + Repair charges)
7.7.4 Recognition by Income Tax Law
7.7.5 Suitability
7.8 Methods of recording depreciation
7.8.1 Charging depreciation to Asset A/c
7.8.2 Creating Provision for Depreciation A/c / Accumulated Depreciation A/c
7.9 Disposal of Asset
7.9.1 Use of Asset Disposal A/c
7.10 Effect of any addition or extension to the existing asset
7.11 Provisions
7.11.1 Accounting treatment for Provisions
7.12 Reserves
7.12.1 Difference between Reserve and Provision
7.12.2 Types of Reserves
7.12.3 Difference between Revenue Reserve and Capital Reserve
7.12.4 Importance of Reserves
7.13 Secret Reserve

8. Bills of Exchange
8.1 Meaning of Bills of Exchange
8.1.1 Parties to Bills of Exchange
8.2 Promissory Note
8.2.1 Parties to Promissory Note
8.3 Advantages of Bills of Exchange
8.4 Maturity of Bill
8.5 Discounting of Bill
8.6 Endorsement of Bill
8.7 Accounting Treatment
8.7.1 In the books of Drawer / Promissor
8.7.2 In the books of Acceptor / Promissory
8.8 Dishonour of Bill
8.8.1 Noting Charges
8.9 Renewal of the Bill
8.10 Retiring of the Bill
8.11 Bills Receivable and Bills Payable Books:
8.11.1 Bills Receivable Book
8.11.2 Bills Payable Book
8.12 Accommodation Bills

9. Financial Statements – 1
9.1 Stakeholders and their Information Requirements
9.2 Distinction between Capital and Revenue
9.3 Financial Statements
9.4 Trading and Profit and Loss Account
9.5 Operating Profit (EBIT)
9.6 Balance Sheet
9.7 Opening Entry

10. Financial Statements
10.1 Need for Adjustments
10.2 Closing Stock
10.3 Outstanding Expenses
10.4 Prepaid Expenses
10.5 Accrued Income
10.6 Income Received in Advance
10.7 Depreciation
10.8 Bad Debts
10.9 Provision for Bad and Doubtful Debts
10.10 Provision for Discount on Debtors
10.11 Manager’s Commission
10.12 Interest on Capital

11. Financial Statements
11.1 Meaning of Incomplete Records
11.2 Reasons for Incompleteness and its Limitations
11.3 Ascertainment of Profit and Loss
11.4 Preparing Trading and Profit and Loss Account and the Balance Sheet
11.4.1 Ascertainment of Credit Purchases
11.4.2 Ascertainment of Credit Sales
11.4.3 Ascertainment of B/R and B/P
11.4.4 Ascertainment of missing information through summary of cash

12. Applications of Computers in Accounting
12.1 Meaning and Elements of Computer system
12.2 Capabilities of Computer System
12.3 Limitations of a Computer
12.4 Components of Computer
12.5 Evolution of Computerised Accounting
12.6 Features of Computerised Accounting System
12.7 Management Information System and Accounting Information System
12.7.1 Designing of Accounting Reports
12.7.2 Data Interface between the Information System

13. Computerised Accounting System
13.1 Concept of computerised Accounting System
13.2 Comparison between Manual and Computerised Accounting
13.3 Advantages of Computerised Accounting System
13.4 Limitations of Computerised Accounting System
13.5 Sourcing of Accounting Software
13.6 Generic Considerations before Sourcing an Accounting Software

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