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RETOOLING OF JS TEACHERS ON CBC AND CBA
MATHEMATICS
May -2024
Essence statement
Mathematics involves understanding numbers and the numerical
operations used to develop strategies for mathematical problem-
solving skills, estimation, and computational fluency.
In Junior School, Mathematics builds on the competencies acquired
by the learner from primary school. It is the Foundation for Science,
Technology, Engineering and Mathematics (STEM) and other
pathways at Senior School. Mathematics also prepares the learner to
have sufficient skills and competencies for application in solving
problems in real-life situations.
Strands, Sub strands and the skills
Strand 1: Numbers
1.1 Integers  Adding and subtracting integers
1.2 Fractions  Carrying out combined operations on fractions
1.3 Decimals  Converting fractions to decimals and vice versa
 Numbers in Significant figures and standard form
 Combined operations in decimals
1.4 squares and
square root of
numbers
 squares and square root of numbers from tables and
calculators
1.5 Rates, Ratio,
Proportions
and Percentages
 working out Rates, Ratio, Proportions and
Percentages
Strand 2: Algebra
2.1 Algebraic
expression
 Factorization and solution by substitution
2.2 Linear
equations
 Solution of linear equations by substation and by
elimination
Strand 3: Measurements
3.1 circles  Circumference, arc lengths, and perimeter of a
sector of a circle.
3.2 area  Area of circles, cubes, cuboids, cylinders, prisms,
and irregular shapes using square grids
3.3 money  Simple interest, compound interest, hire purchase,
appreciation, and depreciation
Strand 5: Data Handling and Probability
5.1 Data
handling
 Drawing and interpreting bar and line graphs
 Mean mode and median for discrete data
5.2
Probability
 Events and experiments involving chance
 Expressing outcomes of probability experiment as
fraction, decimal, and percentage
Strand 4: Geometry
4.1
Geometrical
Constructions
 construction of parallel, perpendicular lines, regular
polygons, irregular polygons, circles and circles
inside a triangle
4.2
Coordinates
and graphs-
 plotting points on a Cartesian plane, and drawing
straight lines on a Cartesian plane
4.3 Scale
Drawing-
 Types of scales, conversion of scales, and making a
scale drawing
4.4 Common
Solids
 Obtaining nets of common solids and their surface
area
Lesson Allocation
 The subject is allocated 150 lessons in a year
 This translates to 50 lessons per term
 This translates to 5 lessons a week
 One lesson a day
Organization of content
 The content is designed
using a spiral approach
 The content is organized to
follow each other
sequentially.
 The learning should follow
the order of the design as
much as possible.
Organization of the learners book
Pedagogies of teaching mathematics
Some of the pedagogical approaches used in mathematics
Collaborative learning: will be applied in all the strands. The learners
should work in groups when carrying out the tasks/activities.
Project-based learning: it will be employed in strands such as geometry
when they will be making solids for learning.
Experimental approach: will be applied strands such as probability
The research-based learning: will be applied in areas such as data
handling where the learners will be expected to collect and organize
data.
Inquiry-based learning: will be applied in areas such as data handling.
Unpacking the lessons
Data presentation (10 lessons) 10 lessons
.
Pedagogies in mathematics
Developing core competencies
The core competencies will be developed through the learning experiences.
critical thinking and problem-solving will render themselves as the learners
work out questions
Creativity and imagination- be developed in strands such as geometry when
they come up with new figures through construction
Communication and collaboration as the learner works in groups to carry out
various activities
Digital literacy- learners will be introduced to using calculators at this grade.
14
Values and PCIs are
purposefully mainstreamed in
the learning experiences.
Mainstreaming values and PCIs
Suggested assessment tools
Written tests(assignments)- applicable in all strands
Project methods- can be applied to geometry where there are
projects
Observation schedules  the teacher can employ observation
when following the learners work during the learning process
Checklist  can be employed when checking the steps followed
when carrying out mathematical tasks. Can be employed in the
marking process.
16
 Mathematics clubs
 Mathematics competition
associations such as
mathematics contests
Nonformal Programs
Professional Documents
MATHEMATICS
PROFESSIONAL
DOCUMENTS.docx
END
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Mathematics Presentation May 2024._121522.pptx

  • 1. RETOOLING OF JS TEACHERS ON CBC AND CBA MATHEMATICS May -2024
  • 2. Essence statement Mathematics involves understanding numbers and the numerical operations used to develop strategies for mathematical problem- solving skills, estimation, and computational fluency. In Junior School, Mathematics builds on the competencies acquired by the learner from primary school. It is the Foundation for Science, Technology, Engineering and Mathematics (STEM) and other pathways at Senior School. Mathematics also prepares the learner to have sufficient skills and competencies for application in solving problems in real-life situations.
  • 3. Strands, Sub strands and the skills Strand 1: Numbers 1.1 Integers Adding and subtracting integers 1.2 Fractions Carrying out combined operations on fractions 1.3 Decimals Converting fractions to decimals and vice versa Numbers in Significant figures and standard form Combined operations in decimals 1.4 squares and square root of numbers squares and square root of numbers from tables and calculators 1.5 Rates, Ratio, Proportions and Percentages working out Rates, Ratio, Proportions and Percentages
  • 4. Strand 2: Algebra 2.1 Algebraic expression Factorization and solution by substitution 2.2 Linear equations Solution of linear equations by substation and by elimination Strand 3: Measurements 3.1 circles Circumference, arc lengths, and perimeter of a sector of a circle. 3.2 area Area of circles, cubes, cuboids, cylinders, prisms, and irregular shapes using square grids 3.3 money Simple interest, compound interest, hire purchase, appreciation, and depreciation
  • 5. Strand 5: Data Handling and Probability 5.1 Data handling Drawing and interpreting bar and line graphs Mean mode and median for discrete data 5.2 Probability Events and experiments involving chance Expressing outcomes of probability experiment as fraction, decimal, and percentage
  • 6. Strand 4: Geometry 4.1 Geometrical Constructions construction of parallel, perpendicular lines, regular polygons, irregular polygons, circles and circles inside a triangle 4.2 Coordinates and graphs- plotting points on a Cartesian plane, and drawing straight lines on a Cartesian plane 4.3 Scale Drawing- Types of scales, conversion of scales, and making a scale drawing 4.4 Common Solids Obtaining nets of common solids and their surface area
  • 7. Lesson Allocation The subject is allocated 150 lessons in a year This translates to 50 lessons per term This translates to 5 lessons a week One lesson a day
  • 8. Organization of content The content is designed using a spiral approach The content is organized to follow each other sequentially. The learning should follow the order of the design as much as possible.
  • 9. Organization of the learners book
  • 10. Pedagogies of teaching mathematics Some of the pedagogical approaches used in mathematics Collaborative learning: will be applied in all the strands. The learners should work in groups when carrying out the tasks/activities. Project-based learning: it will be employed in strands such as geometry when they will be making solids for learning. Experimental approach: will be applied strands such as probability The research-based learning: will be applied in areas such as data handling where the learners will be expected to collect and organize data. Inquiry-based learning: will be applied in areas such as data handling.
  • 11. Unpacking the lessons Data presentation (10 lessons) 10 lessons .
  • 13. Developing core competencies The core competencies will be developed through the learning experiences. critical thinking and problem-solving will render themselves as the learners work out questions Creativity and imagination- be developed in strands such as geometry when they come up with new figures through construction Communication and collaboration as the learner works in groups to carry out various activities Digital literacy- learners will be introduced to using calculators at this grade.
  • 14. 14 Values and PCIs are purposefully mainstreamed in the learning experiences. Mainstreaming values and PCIs
  • 15. Suggested assessment tools Written tests(assignments)- applicable in all strands Project methods- can be applied to geometry where there are projects Observation schedules the teacher can employ observation when following the learners work during the learning process Checklist can be employed when checking the steps followed when carrying out mathematical tasks. Can be employed in the marking process.
  • 16. 16 Mathematics clubs Mathematics competition associations such as mathematics contests Nonformal Programs