This course include information on narrative, descriptive and argumentative essays
Geography – Hilma Amutenya
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Map reading skills– Identification of the characteristics of a map such as the title, Key, Scale and direction
– Using the map scale in measuring distance, calculate area and Calculate gradient
– Finding direction and calculating bearing
– Identifying landforms on a map using contours and symbols
– Describe human activities in relation to the features on a map
– Identifying and interpreting horizontal/oblique photographs (landforms, natural vegetation, land-use and settlement)
– Locating features on a map using a co-ordinate reference system and be able to – Reading and giving four and six figure grid references to locate places -
Research Skills– Identification of a problem area suitable for a geographical enquiry
– Formulating a research topic and Hypothesis
– Stating and Describing the Objectives/aims of the Geographical enquiry
– Naming/listing the different techniques/methods of collecting data
– Interviews, questionnaires, observations
– Simple surveys (counts and measurements) and document studies
– Sampling
– Be acquainted with the use/application, Justification and suitability of the different techniques of data collection
– Describe the limitation of the methods used to collect and present data
– Methods of presenting data, their application, Justification and suitability.
– Demonstrate the ability to analyse and present data collected in appropriate form using for instance maps, graphs, tables (Data analysis and interpretation)
– Make effective conclusions and evaluations, suggesting solutions where appropriate -
The Physical World– The earth’s structure
– Landforms and landscape shaping processes
– Weather
– Climate and natural vegetation -
Agriculture– Industrial Systems
– Leisure and tourism
– Energy and water resources
– Environmental risks and management -
Population and Settlement– Population studies
– HIV and AIDS
– Settlement studies
Mathematics – Martha Iipinge
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Numbers and Operation Problems Solving Part 1– Revision on Numbers, Squares, square roots, Vulgar and decimal fractions, percentages, measures, ordering and ratios
– Ratio Practical problems solutions
– Proportion Practical problems and solutions
– Rate Practical problems and solutions
– Problems and Solutions on Percentages -
Numbers and Operation Problems Solving Part 2– Problems and Solutions on Money
– Problems and Solutions on Simple Interest Rate
– Problems and Solutions on Compound Interest Rate -
Numbers and Operation Problems Solving Part 3– Solve problems involving perimeter and area of triangles and quadrilaterals
– Solve problems involving the circumference and area of circles -
Mensuration Problem solving Part 2– Solve problems involving the surface area and volume of cubes, cuboids, cylinders and other prisms
– Solve problems involving the arc length and sector area as fractions of the circumference and area of circles -
Mensuration Problem solving Part 3– Solve problems involving the surface area and volume of spheres, pyramids and cones (given formulae for the sphere, pyramid and cone)
– Examination Exercise -To test understanding -
Polynomials– Solve division problems
– Solve Reminder theorem problems
– Solve Factor Theorem problems -
Identities, equations and inequalities Part 1– Understand the difference between identities and equations, and use identities to determine unknown coefficients in polynomials
– Solve cubic equations in cases where at least one rational root may be found, by means of the factor theorem
– Recognise and solve equations in x which are quadratic in some function of x, e.g. x4 − 5×2 + 4 = 0 -
Identities, equations and inequalities Part 2– Use the discriminant of a quadratic polynomial f (x) to determine the number of real roots of the equation f (x) = 0
– Solve quadratic inequalities in one unknown -
Identities, equations and inequalities Part 2– Find the equation of a graph (quadratic and cubic) given sufficient information
– Use completing the square to determine the maximum or minimum value of a quadratic expression
– Testing understanding
Mathematics – Erastus Taapopi
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SET LANGUAGE AND NOTATIONS– Define sets by listing and describing and by using set builder notation. – Use sets and Venn diagrams to solve problems involving not more than three subsets of the universal set
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COORDINATE GEOMETRY– Calculate the distance between two points given in coordinate form, the gradient of the line-segment joining them, and the coordinates of their midpoint
– Find the equation of a straight line given sufficient information (e.g. the coordinates of two points on it or one point on it and its gradient)
– interpret and use equations of the form ax+by+c=0, including knowledge of the relationships involving gradients of parallel and perpendicular lines
– apply coordinate geometry to quadrilaterals -
TRIGONOMETRY– Apply Pythagoras‟ theorem
– Apply the sine, cosine and tangent ratios for acute angles to the calculation of a side or of an angle of a right-angled triangle
– Solve trigonometrical problems in two dimensions involving angles of elevation and depression
– Solve simple trigonometrical problems in three dimensions including angle between a line and a plane
– Extend trigonometrical ratios to angles between 90° and 360°
– Solve problems using sine and cosine rules for any triangle and the formula: area of triangle = 1/2absinC -
BEARINGS– Interpret and use three-figure bearings measured clockwise from the north (i.e. 000° – 360°)
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MATRICES– Represent information in the form of a matrix of any order and interpret the data in a given matrix
– Calculate the product of a scalar quantity and a matrix
– Solve problems involving the calculation of the sum and difference of any matrices not exceeding 3 × 3 and product of matrices not exceeding 2 × 2
– Use the zero and identity matrix
– Calculate the determinant and inverse of a non-singular 2 × 2 matrix
– Solve simultaneous linear equations by matrix method -
VECTORS– Represent vectors by directed line segment
– Use standard notations for vectors
– Add and subtract vectors
– Multiply a vector by a scalar and interpret these relationships in geometrical terms
– Calculate the magnitude of a vector
– Use position vectors -
TRANSFORMATIONS– Reflect simple plane figures in horizontal and vertical lines
– Rotate simple plane figures about any point, through multiples of 90°
– Construct given translations, and enlargements
– Recognise and describe fully, reflections, rotations, translations and enlargements
– Use the following transformations of the plane: reflection, rotation, translation and enlargement and their combinations
English – Heziwell Mhunduru
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EXECUTIVE SUMMARY 4116– Marks and time
– Reading and prose summary
– Grammar Exercise
– Note form summary and form filling -
WRITING-ELEMENTS OF TRANSACTIONAL TEXTS– The superstructure
– Paragraph construction-dealing with – prompts
– The Speech
– The Report
– The Article -
Writing - discourse markers– Sample questions and sample answers
– The Article
– The diary entry
– The editorial
– The formal letter
– The informal letter -
Grammar 1– Direct and indirect speech
– Active and passive voice
– Questions and question negatives
– Changing statements into questions
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Speaking– Hints and tips
– Possible topics and sample responses
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Listening– Hints and tips
– Question analysis
– Testing -
Reading– Scanning
– Skimming
– Form filling
– Prose summary writing
– Note form summary writing
English – Janel Marais
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Listening comprehension
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Speaking and writing– Speech
– Oral -
Reading comprehension
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Creative writing– Narrative essay
– Descriptive essay
– Argumentative essay -
Directed writing– Invites
– Informal letters
– Formal letters
– Complaint letters
Afrikaans Second Language & English Second Language – Michelle Erlank
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Language and Grammar
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Active and Passive Voice
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Direct and Indirect Writing
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Essays/long stories
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Short Stories/Shorter Tasks
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Listening Comprehension
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Literature (Poems / Novels / Writing)
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Grammatika, Taal gebruik en Woordeskat
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Opstelle/Essays
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Essays/Kort stukke
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Literatuurstudie
Business Studies – Morne Rust
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The nature and purpose of economic activity– Describe the development of economic activity;
– Describe the scarcity problem and opportunity cost;
– Explain the meaning of specialisation and division of labour
– Describe the relationship between specialisation and trade;
– Identify the levels of specialisation with examples;
– Discuss the advantages and disadvantages of specialisation;
– State the groups involved in business activity.
– Identify the objectives of the groups involved in business activity: consumers, workers, managers, owners, those with a financial interest, the community as a whole;
– Give examples of the conflict of objectives between the various groups involved in business activities and the ways in which priorities change;
– Explain the purpose of business activity in terms of the objectives of: non-profit making activity, private enterprise, public enterprise -
Economic systems– Describe and explain the role of the State in the economy;
– Distinguish between market, mixed and planned economies with reference to characteristics, advantages and disadvantages.
– Explain how wealth is created and distributed;
– Explain the importance of welfare policies to alleviate poverty -
Types of business activity– Differentiate, with examples, between the different types of business activity in the primary, secondary and tertiary sectors.
– State the main methods of measuring the size of businesses; explain the purpose of the classification and measurement of business units;
– Explain:- internal growth,- external growth (mergers and take-overs)
– Explain, with examples, the meaning of multinational firms;
– Identify the advantages and disadvantages of multinationals to the host country
– Explain the importance of globalisation;
– Explain the survival of small firms;
– Explain how businesses respond to the needs of the community.
Accounting – Sarafina Heita
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Accounting equationAccounting equation, Ledgers, Debtors & creditors journals, Returns Journals, General journal, Wages journal, Bank reconciliation, The trial balance, Correction of errors, Control accounts, Adjustments & suspense accounts, Post adjusted trial balance, depreciation, Financial statements
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Accounting for partnershipsAccounting for partnerships (5 parts), Production costs, Financial statements of manufacturing
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Financial statementsFinancial statements from incomplete rec, ratios, Interpretation of financial statements
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GoodwillGoodwill, Admission of new partner, Dissolution of partnership, Purchase of business, Nature of limited liability com, Accounting for ltd company, Accounting for close corporation
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Production costProduction cost, NGOs, Material cost, Break even analysis, Marginal cost, Absorption cost, budgets.
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