This course include information on narrative, descriptive and argumentative essays
Geography – Hilma Amutenya

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, landuse and settlement)
– Locating features on a map using a coordinate 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

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

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

COORDINATE GEOMETRY– Calculate the distance between two points given in coordinate form, the gradient of the linesegment 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 rightangled 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 threefigure bearings measured clockwise from the north (i.e. 000° – 360°)

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 nonsingular 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

EXECUTIVE SUMMARY 4116– Marks and time
– Reading and prose summary
– Grammar Exercise
– Note form summary and form filling 
WRITINGELEMENTS OF TRANSACTIONAL TEXTS– The superstructure
– Paragraph constructiondealing 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

Speaking– Hints and tips
– Possible topics and sample responses

Listening– Hints and tips
– Question analysis
– Testing 
Reading– Scanning
– Skimming
– Form filling
– Prose summary writing
– Note form summary writing
English – Janel Marais

Listening comprehension

Speaking and writing– Speech
– Oral 
Reading comprehension

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

Language and Grammar

Active and Passive Voice

Direct and Indirect Writing

Essays/long stories

Short Stories/Shorter Tasks

Listening Comprehension

Literature (Poems / Novels / Writing)

Grammatika, Taal gebruik en Woordeskat

Opstelle/Essays

Essays/Kort stukke

Literatuurstudie
Business Studies – Morne Rust

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: nonprofit 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 takeovers)
– 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

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

Accounting for partnershipsAccounting for partnerships (5 parts), Production costs, Financial statements of manufacturing

Financial statementsFinancial statements from incomplete rec, ratios, Interpretation of financial statements

GoodwillGoodwill, Admission of new partner, Dissolution of partnership, Purchase of business, Nature of limited liability com, Accounting for ltd company, Accounting for close corporation

Production costProduction cost, NGOs, Material cost, Break even analysis, Marginal cost, Absorption cost, budgets.
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