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Friday, May 2, 2014
BIOLOGY FORM SIX SYLLABUS.
ACCOUNTANCY SYLLABUS FOR FORM SIX.
FORM
VI--
1.
PARTNERSHIP
2. PAYROLL ACCOUNTING
3. STOCK VALUATION
4. CONTAINER ACCOUNTS
5. BRANCH ACCOUNTS
6. COMPANY ACCOUNTS
7. HIRE PURCHASE ACCOUNTS
8. INVESTMENT ACCOUNTS
9. COST ACCOUNTING
10. AUDITING
a. internal Control
b. Auditors Work Papers
c. Audit Programmes
d. Sampling and Audit Evidence
e. Audit Procedures
11. FINANCIAL STATEMENTS ANALYSIS AND INTERPRETATION
12. COMPUTERISED ACCOUNTING
GENERAL
OBJECTIVES OF TEACHING ACCOUNTACY
At the
end of this course, the student should be able to:
- Define and explain the subject matter of accountancy.
- Distinguish the various Accounting systems concerning financial matters and records.
- Have a sound knowledge of the routine aspects of accounting various business formations.
- Have a sound knowledge of the analytical and interpretive aspects of the Accounting function of analyzing, interpreting financial data and reporting the meaningful implications of this data.
Content selection and organization
This syllabus consists of two sections, Section A and Section B. In section A the student is expected to revise some topics taught in the Book-keeping syllabus which are considered to have a bearing un understanding the current topics in section B.
Methods of Teaching and Learning
The teacher of Accountancy will be free to use any teaching method considered effective in promoting learning. It is however, worthy to note that al proffesional and experienced teachers agree that lessons succeed better if students are encouraged to participate actively in discussions, questioning and answering questions, emulating, role playing caser studies and visiting areas of importance and relevant to specific lessons.
Assessment of Student Progress and Perfomance
Every teacher will periodically assess the progress and perfomance of students as to :
a. Identify their strengths and weaknesses and thus help the weak and encourage the good ones.
b. Measure the effectiveness of his/ her teaching methods/styles and, hence, alert the teacher the need to improve / change/ augment the methods /styles.
- Define and explain the subject matter of accountancy.
- Distinguish the various Accounting systems concerning financial matters and records.
- Have a sound knowledge of the routine aspects of accounting various business formations.
- Have a sound knowledge of the analytical and interpretive aspects of the Accounting function of analyzing, interpreting financial data and reporting the meaningful implications of this data.
Content selection and organization
This syllabus consists of two sections, Section A and Section B. In section A the student is expected to revise some topics taught in the Book-keeping syllabus which are considered to have a bearing un understanding the current topics in section B.
Methods of Teaching and Learning
The teacher of Accountancy will be free to use any teaching method considered effective in promoting learning. It is however, worthy to note that al proffesional and experienced teachers agree that lessons succeed better if students are encouraged to participate actively in discussions, questioning and answering questions, emulating, role playing caser studies and visiting areas of importance and relevant to specific lessons.
Assessment of Student Progress and Perfomance
Every teacher will periodically assess the progress and perfomance of students as to :
a. Identify their strengths and weaknesses and thus help the weak and encourage the good ones.
b. Measure the effectiveness of his/ her teaching methods/styles and, hence, alert the teacher the need to improve / change/ augment the methods /styles.
Instructional
Time
The syllabus is to be covered in two academic years each one having approximately nine teaching months.
The syllabus is to be covered in two academic years each one having approximately nine teaching months.
1.
ACCOUNTING CYCLE
2. BOOK-KEEPING ERRORS
3. INCOMES AND EXPENSES
4. RESERVES AND PROVISIONS
5. FINAL ACCOUNTS
6. DEPRECIATION
7. DISPOSAL OF FIXED ASSETS
2. BOOK-KEEPING ERRORS
3. INCOMES AND EXPENSES
4. RESERVES AND PROVISIONS
5. FINAL ACCOUNTS
6. DEPRECIATION
7. DISPOSAL OF FIXED ASSETS
2. PAYROLL ACCOUNTING
3. STOCK VALUATION
4. CONTAINER ACCOUNTS
5. BRANCH ACCOUNTS
6. COMPANY ACCOUNTS
7. HIRE PURCHASE ACCOUNTS
8. INVESTMENT ACCOUNTS
9. COST ACCOUNTING
10. AUDITING
a. internal Control
b. Auditors Work Papers
c. Audit Programmes
d. Sampling and Audit Evidence
e. Audit Procedures
11. FINANCIAL STATEMENTS ANALYSIS AND INTERPRETATION
12. COMPUTERISED ACCOUNTING
ADVANCED MATHEMATICS FORM SIX SYLLABUS.
FORM 6
Objectives
of Teaching Advanced Mathematics
The main objectives of teaching Advanced Mathematics in secondary schools are to help and enable students:
(a) To acquire appropriate and desirable mathematical skills and techniques,
(b) To develop foundation and mathematical knowledge, techniques and skills and capabilities for studying mathematics and other related subjects in higher education.
(c) To apply mathematical concepts, arguments and skills in problem solving;
(d) To solve mathematical problems;
(e) To acquire mathematical knowledge and skills necessary for concurrent studies in other subjects;
(f) To think and work with accuracy and conciseness.
Content Selection and Organization
The content included in this syllabus is a continuation of the content covered at ordinary level. The topics, sub-topics objectives, teaching/ learning strategies and teaching aids in the syllabus have been carefully selected and organized to match the student's level of understanding in mathematics. Some of the topics included in the syllabus have been approached and arranged spirally with simpler concepts in the first year. Teachers are advised to follow the suggested sequence of topics in the syllabus.
Methods of Teaching and Learning Mathematics
The teacher is advised to use various methods of teaching according to the nature of the topic with an aim of achieving the laid down objectives. The methods of teaching that are commonly used are discussions, group work, lecture, enquiry and discovery.
Students should be encouraged to participate actively in discussions, questioning and answering questions, making case studies and visiting areas relevant to mathematics lessons. The pupils can also achieve more from lessons which allow them to make observations and analysis of mathematically oriented problems.
Assessment of Student Progress and Performance
When assessing pupil's performance, the teacher is advised to use continuous assessment. It is expected that every mathematics teacher will periodically assess students in order to identify their strengths and weaknesses. In this way it will be possible to help the weak and encourage the strong ones.
The main objectives of teaching Advanced Mathematics in secondary schools are to help and enable students:
(a) To acquire appropriate and desirable mathematical skills and techniques,
(b) To develop foundation and mathematical knowledge, techniques and skills and capabilities for studying mathematics and other related subjects in higher education.
(c) To apply mathematical concepts, arguments and skills in problem solving;
(d) To solve mathematical problems;
(e) To acquire mathematical knowledge and skills necessary for concurrent studies in other subjects;
(f) To think and work with accuracy and conciseness.
Content Selection and Organization
The content included in this syllabus is a continuation of the content covered at ordinary level. The topics, sub-topics objectives, teaching/ learning strategies and teaching aids in the syllabus have been carefully selected and organized to match the student's level of understanding in mathematics. Some of the topics included in the syllabus have been approached and arranged spirally with simpler concepts in the first year. Teachers are advised to follow the suggested sequence of topics in the syllabus.
Methods of Teaching and Learning Mathematics
The teacher is advised to use various methods of teaching according to the nature of the topic with an aim of achieving the laid down objectives. The methods of teaching that are commonly used are discussions, group work, lecture, enquiry and discovery.
Students should be encouraged to participate actively in discussions, questioning and answering questions, making case studies and visiting areas relevant to mathematics lessons. The pupils can also achieve more from lessons which allow them to make observations and analysis of mathematically oriented problems.
Assessment of Student Progress and Performance
When assessing pupil's performance, the teacher is advised to use continuous assessment. It is expected that every mathematics teacher will periodically assess students in order to identify their strengths and weaknesses. In this way it will be possible to help the weak and encourage the strong ones.
The
students should be given homework and tests regularly.
These assignments help to indicate and check attainment levels of the
students. Also the students’ exercise books should always be marked and
necessary corrections made before the teacher and students can proceed to other
topics or sub-topics. At the end of Form VI, the students will be expected to do
the national examination in advanced mathematics. The continous assessment,
class tests as well as the final terminal examinations will help to determine
the effectiveness of content, materials, teacher's methods as well as the extent
to which the objectives of teaching mathematics have been achieved.
InstructionaI
Time
The number of periods per week allocated for teaching mathematics is as specified by the Ministry of Education and Culture. According to the length of content of this syllabus, 10 periods per week are recommended. The teacher is advised to make maximum use of the allocated time. Lost instructional time should be compensated through the teacher's own arrangement with the head of mathematics department or head of school.
The number of periods per week allocated for teaching mathematics is as specified by the Ministry of Education and Culture. According to the length of content of this syllabus, 10 periods per week are recommended. The teacher is advised to make maximum use of the allocated time. Lost instructional time should be compensated through the teacher's own arrangement with the head of mathematics department or head of school.
TOPICS
1. CALCULATING DEVICES
2. SETS
2.1. Basic operations of sets
2.2. Simplification of set expressions
2.3. Number of members of a set
3.LOGIC
3.1. Statement
3.2. Logical connectives
3.3. Laws of algebra of propositions
3.4. Validity of arguments
3.5. Electrical Networks
4.COORDINATE GEOMETRY
4.1. Rectangular Cartesian Coordinates
4.2. Ratio theorem
4.3. Circles
4.4. Transformations
5. FUNCTIONS
5.1. Graph of functions
5.2. Inverse of a function
5.3. Inverse function
6. ALGEBRA
6.1. Indices and logarithms
6.2. Arithmetic progression
6.3. Geometric Progression
6.4. Other types of series
6.5. Proof by mathematical Induction
7. TRIGONOMETRY
7.1. Trigonometrical ratios
7.2. Pythagoras theorem in trigonometry
7.3. Compound angle formulae
7.4. Double angle formulae
7.5. Form of a cosØ + bsinØ = c
7.6. Factor formulae
7.7. Sine, and Cosine rules
7.8. Radians and small angles
7.9. Trigonometrical Function
7.10.Inverse trigonometrical functions
8. ALGEBRA
8.1. Root of a Polynomial function
8.2. Remainder and Factor Theorem
8.3. Inequalities
8.4. Matrices
8.5. Binomial theorem
8.6. Partial fractions
1. CALCULATING DEVICES
2. SETS
2.1. Basic operations of sets
2.2. Simplification of set expressions
2.3. Number of members of a set
3.LOGIC
3.1. Statement
3.2. Logical connectives
3.3. Laws of algebra of propositions
3.4. Validity of arguments
3.5. Electrical Networks
4.COORDINATE GEOMETRY
4.1. Rectangular Cartesian Coordinates
4.2. Ratio theorem
4.3. Circles
4.4. Transformations
5. FUNCTIONS
5.1. Graph of functions
5.2. Inverse of a function
5.3. Inverse function
6. ALGEBRA
6.1. Indices and logarithms
6.2. Arithmetic progression
6.3. Geometric Progression
6.4. Other types of series
6.5. Proof by mathematical Induction
7. TRIGONOMETRY
7.1. Trigonometrical ratios
7.2. Pythagoras theorem in trigonometry
7.3. Compound angle formulae
7.4. Double angle formulae
7.5. Form of a cosØ + bsinØ = c
7.6. Factor formulae
7.7. Sine, and Cosine rules
7.8. Radians and small angles
7.9. Trigonometrical Function
7.10.Inverse trigonometrical functions
8. ALGEBRA
8.1. Root of a Polynomial function
8.2. Remainder and Factor Theorem
8.3. Inequalities
8.4. Matrices
8.5. Binomial theorem
8.6. Partial fractions
10.DIFFERENTIATION
10.1. The Derivative
10.2. Differentiation of a function
10.3. Applications of differentiation
10.4. Taylor’s theorem and maclaurin’s theorem
10.1. The Derivative
10.2. Differentiation of a function
10.3. Applications of differentiation
10.4. Taylor’s theorem and maclaurin’s theorem
11.INTEGRATION
11.1. Inverse of Differentiation
11.2. Integration of a function
11.3. Application of integration
11.1. Inverse of Differentiation
11.2. Integration of a function
11.3. Application of integration
12.
COORDINATE GEOMETRY II
12.1. Conic section
12.2. The parabola
12.3. The ellipse
12.4. The hyperbola
12.5. Polar coordinates
12.1. Conic section
12.2. The parabola
12.3. The ellipse
12.4. The hyperbola
12.5. Polar coordinates
13.
VECTORS
13.1. Vector representation
13.2. Dot product
13.3. Cross (vector) product
13.4. Equation of a straight line
13.5. Equation of a plane
13.6. Scalar triple product
13.1. Vector representation
13.2. Dot product
13.3. Cross (vector) product
13.4. Equation of a straight line
13.5. Equation of a plane
13.6. Scalar triple product
14.
HYPERBOLIC FUNCTION
14.1. Hyperbolic cosine and sine functions
14.2. Derivative of Hyperbolic function
14.3. Integration of hyperbolic functions
14.1. Hyperbolic cosine and sine functions
14.2. Derivative of Hyperbolic function
14.3. Integration of hyperbolic functions
15.
STATISTICS
15.1. Scope and limitations
15.2. Frequency distribution tables
15.3. Measures of central tendency
15.4. Measures of dispersion
15.1. Scope and limitations
15.2. Frequency distribution tables
15.3. Measures of central tendency
15.4. Measures of dispersion
16.
PROBABILITY
16.1. Fundamental principle of counting
16.2. Permutations
16.3. Combinations
16.4. Sample spaces
16.5. Probability axioms and theorems
16.6. Conditional probability
16.1. Fundamental principle of counting
16.2. Permutations
16.3. Combinations
16.4. Sample spaces
16.5. Probability axioms and theorems
16.6. Conditional probability
18.
COMPLEX NUMBERS
18.1. Complex numbers and their operations 18.2. Polar form of a Complex number
18.3. De moivre’s theorem
18.4. Euler’s formula
18.1. Complex numbers and their operations 18.2. Polar form of a Complex number
18.3. De moivre’s theorem
18.4. Euler’s formula
19.
DIFFERENTIAL EQUATIONS
19.1. Differential Equations
19.2. Solutions to Ordinary differential equations 19.3. First order differential equations
19.4. Second order homogeneous differential equations
19.1. Differential Equations
19.2. Solutions to Ordinary differential equations 19.3. First order differential equations
19.4. Second order homogeneous differential equations
20.
VECTORIAL MECHANISM
20.1. Vector differentiation
20.2. Relative motion
20.3. Motion in a straight line.
20.4. Projectile motion on non-inclined plane 20.5. Newton’s laws of motion
20.6. Power Energy and momentum
21.
NUMERICAL METHODS20.1. Vector differentiation
20.2. Relative motion
20.3. Motion in a straight line.
20.4. Projectile motion on non-inclined plane 20.5. Newton’s laws of motion
20.6. Power Energy and momentum
21.1. Errors
21.2. Linear interpolations
21.3. Roots by iterative methods
21.4. Numerical Integration
CHEMISTRY FORM SIX SYLLABUS.
FORM VI |
CHEMISTRY
SYLLABUS FORM 5-6
Chemistry
course Objectives
This course is designed to respond to Tanzania's present aspiration to produce more creative scientists by encouraging greater participation in science and technology in all walks of life. The main objectives of the course are to enable learners to: - Cultivate an understanding and appreciation of the role, influence and importance of science in Everyday life, at work and in society in general; - Develop in the fundamental concepts, principles and skills of Chemistry and use these to best utilize their natural heritage and raise their standard of living; - Apply their knowledge and skills in proper use of and management of the environment; - Analyse the behaviours of people involved in the abuse and misuse of the environment and make informed judgment in as far as making amendments is concerned; - Prepare themselves for further studies and training in chemistry and related fields. Organization of the Syllabus In designing this syllabus, due consideration has been made to both the learners and the teacher's needs. Some topics have been omitted for example soil chemistry' and qualitative analysis. Some topics have been added for example environmental chemistry.
The
content has been carefully selected and organized so as to promote interest and
motivation throughout the course. All topics and sub-topics are blocky organized
in progressive manner such that acquisition of knowledge and skills is
synchronized with the learning level of
the learner. The topics fall under 5 blocks:
General
Chemistry; Physical Chemistry; Inorganic Chemistry;
Organic Chemistry. and Environmental Chemistry.
In the format of the syllabus are also included instructional objectives for each sub-topic.
Choice
and use of Instructional Materials
With the new book production policy, the science book market will have more and more up to date science books. The chemistry teacher is therefore expected to be well informed about books which best meet the requirements of the syllabus. Teachers will also be expected to use their academic and professional knowledge and skills to guide and advise learners on how best to use books and other non-textual instructional materials available in schools and libraries.
Methods
of Teaching and Learning
The syllabus has proposed teaching/learning strategies for each topic. These are just proposals. The chemistry teacher will be free to use any teaching/learning method considered effective in promoting concept formation, skill development and internalization of knowledge in general. It is worth bearing in mind that, it is generally agreed among science schools that using the active methods of instruction learns science better. However the content under the column of teaching learning strategies is compulsory.
Assessment
of Students Progress and Performance
It is normal practice for teachers to assess student's progress and performance on continuous bases. It is expected that every teacher will periodically assess his or her students in order to identify their strengths and weaknesses and so as to help the weak and encourage the good ones as appropriate. Assessment of student's progress and achievement does not only measure student's academic improvement but also the effectiveness of the course, the teacher's methods and teaching styles. Assessment and evaluation also enable the teacher to give his or her professional views and recommendations for improving the curriculum and methods of learning in this discipline.
At
the end of Form VI students are expected to do an overall achievement
examination intended to determine the extent to which the objectives of the
course have been attained. It is also on the basis of the results of this
examination that selection for further studies will be made.
Instructional
Time
The teacher is advised to make maximum use of the allocated time per week for this subject. Lost instructional time for whatever cause should be compensated for through the teacher's own local arrangement with the school administration. It should be remembered that this course of study is designed to be covered in two years.
TOPICS
1.1.
ATOMIC STRUCTURE
1.2. ATOMIC SPECTRUM (Hydrogen Spectrum) 1.3. MODERN QUANTUM THEORY a. Quantum Numbers and Electronic Configuration 1.4.BONDING a. Types of Bonds b. Hybridisation of atomic orbitals
2.1.
GAS LAWS
2.1. RELATIVE MOLECULAR MASSES AND DENSITIES OF GASES 2.3. RELATIVE MOLAR MASSES IN SOLUTIONS 2.4. TWO COMPONENT LIQUID MIXTURE a. Immiscible Liquids b. Completely Miscible Liquids c. Distribution Law 2.5. ENERGETICS a. Heat changes in Chemical Reactions 2.6. CHEMICAL EQUILIBRIUM a. Law of mass action 2.7. CHEMICAL KINETICS a. Order of Reaction b. Catalysis 2.8. OXIDATION REDUCTION AND ELECTRO CHEMISTRY a. Oxidation reduction b. Electrolytes in solution 2.9. ACIDS BASES AND SALTS a. Acids and bases b. Ionic Equilibrium of Electrolytes c. Ionic product of water and pH. d. Buffer Solutions e. Salt Hydrolysis 2.10. SOLUBILITY AND SOLUBILITY PRODUCT a. Solubility product, ksp, and Ionic Product, Q. b. Precipitation 3.1. PERIODICITY a. Periodicity b. Periodic Trends in Physical Properties c. Period Trends in Chemical Properties d. Diagonal Relationship 3.2. CHEMISTRY OF SELECTED ELEMENTS a. Electronic configuration and oxidation states b. Uses of selected Elements and their compounds c. Hazards of selected elements and compound 3.3. TRANSITION ELEMENTS a. Characteristics of Transition Elements (Reference to atomic Nos 21-30 b. Complex formation and ligands 4. ORGANIC CHEMISTRY 4.1. ORGANIC COMPOUNDS a. Occurrence of Organic Compounds b. Sources of organic compounds 4.2. HYDRO CARBONS a. Classification b. Alkanes c. Alkenes d. Alkynes e. Benzene and Homologue f. Hazards of Hydrocarbons g. Substituted Benzene 4.3. DERIVATIVES OF HYDROCARBONS a. Halogen derivatives 4.4. HYDROXYL COMPOUNDS a. Properties of hydroxyl compounds b. Synthesis of hydroxyl compounds c. Uses of Hydroxyl compounds d. Hazards of Hydroxyl Compound 4.5. CARBONYL COMPOUNDS a. Structure and Nomenclature b. Physical Properties c. Preparation |
ECONOMICS FORM FIVE SYLLABUS.
|
PHYSICS FORM FIVE SYLLABUS.
PHYSICS
SYLLABUS FORM 5 -6
PHYSICS
COURSE OBJECTIVES AND TARGET LEARNERS
It
is expected that at the end of this course, Students should be able to:
- Acquire the appropriate skills in science and technology
- Apply the physics knowledge obtained in solving physical problem
- Explain, interpret and demonstrate physic concepts, principle and laws.
- Acquire the appropriate skills in science and technology
- Apply the physics knowledge obtained in solving physical problem
- Explain, interpret and demonstrate physic concepts, principle and laws.
CHOICE OF
INSTRUCTIONAL MATERIALS
The study material for
this course are not contained in one book.
However the following
books can be used:
Nelkon and Parker
Advanced Level Physics (Fifth Ed)
Brophy
Fundamental of Electronics
Physics for Secondary Schools Book V and VI
Jenkins E.N.
(An Introduction for Radioactivity).
Tom Duncan
A'Level Physics
Tom Duncan
Electronics for Today
Bennet Modern Physics
Stephenson
Mechanics and Properties of Matter
Nelkon and Parker
Advanced Level Physics (Fifth Ed)
Brophy
Fundamental of Electronics
Physics for Secondary Schools Book V and VI
Jenkins E.N.
(An Introduction for Radioactivity).
Tom Duncan
A'Level Physics
Tom Duncan
Electronics for Today
Bennet Modern Physics
Stephenson
Mechanics and Properties of Matter
In
addition to this, a list of recent books suitable for this course will be
published from time to time.
In
selecting instructional and study materials, the teacher is expected to apply
his or her academic professional knowledge and skills in judging the suitability
of the book.
METHODS OF
TEACHING AND LEARNING
A physics teacher is advised to employ "activity teaching methods" and problem solving approach. In the former method, the students should be encouraged to participate actively in:
observing, hypothesising, inferring, classifying, predicting. experimentation, collecting and interpreting data and drawing conclusion. I on the other hand, problem solving approach include discovery, student projects and education visits excursions. However, the teacher will be free to use any other teaching method (e.g. exposure teaching method) considered effective according to certain circumstances in promoting learning.
A physics teacher is advised to employ "activity teaching methods" and problem solving approach. In the former method, the students should be encouraged to participate actively in:
observing, hypothesising, inferring, classifying, predicting. experimentation, collecting and interpreting data and drawing conclusion. I on the other hand, problem solving approach include discovery, student projects and education visits excursions. However, the teacher will be free to use any other teaching method (e.g. exposure teaching method) considered effective according to certain circumstances in promoting learning.
The teacher are advised to administer formative tests at
the end of each topic in the syllabus in order to diagnose the learning problems
of their students. The results of these test should be used to provide group or
individual remedial instruction whenever necessary. Annual examinations will
serve as a means of indentifying the topics or sub-topic which need further
teaching improvement.
FORM
V TOPICS
1.
ERRORS
2. DIMENSIONS OF PHYSICAL QUANTITIES
3. MECHANICS
a. Projective
b. Newton’s laws of motion
c. Uniform circular motion
d. Rotation of rigid bodies
e. Gravitation
f. Simple harmonic motion (SHM)
g. Surface tension
h. Fluid Mechanics
i. Strength of materials
2. DIMENSIONS OF PHYSICAL QUANTITIES
3. MECHANICS
a. Projective
b. Newton’s laws of motion
c. Uniform circular motion
d. Rotation of rigid bodies
e. Gravitation
f. Simple harmonic motion (SHM)
g. Surface tension
h. Fluid Mechanics
i. Strength of materials
4.
HEAT
a. Thermometer
b. Thermal Conduction
c. Thermal Convection
d. Thermal radiation
e. Kinetic theory of gases
f. First law of thermo-dynamic
5.
WAVESa. Thermometer
b. Thermal Conduction
c. Thermal Convection
d. Thermal radiation
e. Kinetic theory of gases
f. First law of thermo-dynamic
a. Mechanical Vibration
b. Sound
c. Electro-magnetic waves
i. Nature of em waves
d. Difraction
e. Polarization of light
MUHTASARI WA KISWAHILI KIDATO CHA TANO.
SILABASI YA KISWAHILI YA KIDATO CHA 5
Mukhtasari huu umeandikwa kwa kuzingatia
matokeo ya tathmini ya muhtasari wa 1976 iliyofanywa na Taasisi ya
ukuzaji Mitaala mwaka 1988. Mapendekezo hayo yalitokana na upimaji wa
uwezo wa wanafunzi na maoni ya
waalimu na wakaguzi.
Mada za mukhtasari huu zimepangwa kulingana
na vidato. Inashauriwa mada hizi zifundishwe kwa njia ya kuchanganya na si kwa
kufuata mtiririko wa mada uliomo kwenye muhtasari huu. Kwa mfano, katika wiki
moja, mwalimu anaweza kufundisha vipengele
vya fasihi simulizi kwenye kipindi kimoja, vya sarufi kipindi kingine na vya
utungaji katika vipindi vingine.
Mwalimu
anashauriwa kuzingatia yafuatayo
- Pamoja na njia/mbinu za kufundishia zilizoandikwa humu, mwalimu abuni njia nyingine kulingana na uwezo na vionjo vya wanafunzi wake.
- Atengeneze na kutumia vifaa vya kufundishia kulingana na mahitaji ya wanafunzi wake.
- Ajielemishe kwa kusoma maandiko mbalimbali yanayochapishwa kila wakati.
- Awe mfano mzuri wa kuzungumza na kuandika Kiswahili fasaha.
- Orodha ya vitabu vya kufundishia Kiswahili itakuwa ikitolewa na Wizara ya Elimu kila baada ya muda maalum.
- Muhtasari huu unahitaji vipindi kumi na viwili kwa wiki.
Malengo ya
kufundisha kiswahili katika shule za Sekondari
Mafunzo ya Kiswahili katika shule za Sekondari yanakusudiwa
kuwawezesha wanafunzi
- Kutumia Kiswahili kwa ufasaha katika fani zote za maisha
- Kuhakiki kazi za fasihi ya Kiswahili
- Kujenga tabia ya udadisi katika masuala ya lugha ya Kiswahili
- Kuelewa kuwa Kiswahili ni sehemu muhimu ya Utamaduni wa Tanzania
Malengo ya Kidato cha Tano
Wanafunzi waweze:
- Kufafanua chimbuko la Kiswahili
- Kueleza ukuaji na ueneaji wa kiswahili
- Kufafanua nadharia ya fasihi
- Kujadili dhima ya udhamini wa kifasihi
- Kujadili nadharia ya uhakiki wa kifasihi
- Kufafanua tanzu za fasihi simulizi
- Kujadili mbinu za kifani katika fasihi simulizi
- Kujadili ukuaji wa fasihi simulizi
- Kujadili uhifadhi wa fasihi simulizi
- Kuhakiki fasihi simulizi
- Kutunga kazi za fasihi simulizi
- Kufafanua tanzu za fasihi andishi
- Kujadili mbinu za kifani katika fasihi andishi
- Kujadili ukuaji wa fasihi andishi
- Kuhakiki kasi za fasihi andishi
- Kutathmini mitazamo ya wanafasihi
- Kutunga kazi za fasihi andishi
- Kutambua kauli ya Kiswahili
- Kubainisha virai na vishazi
- Kueleza muundo wa ngeli
- Kuchanganua sentesi kwa njia ya mishale na maelezo
- Kujibu maswali ya ufahamu
- Kujadili mada anuwai
- Kutumia taratibu za uandishi
- Kutumia lafudhi ya Kiswahili
- Kuandika insha, simu, mialiko na barua
- Kutambua mitindo anuai katika kuzungumza na kuandika
- Kutambua mbinu za kifani katika kuzungumza na kuandika
- Kueleza dhima za mbinu za kifani
- Kutathmini matumizi ya semi na tamadhali
- Kutambua makosa ya kisarufi na kimantiki
- Kusahihisha makosa ya kisarufi na kimantiki
MADA
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