Woodgrove Secondary School 2021 Scheme of Work For … · 2021. 1. 18. · p.2–10 Textbook 4A...
Transcript of Woodgrove Secondary School 2021 Scheme of Work For … · 2021. 1. 18. · p.2–10 Textbook 4A...
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 1 of 15
Scheme of Work (SOW) Overview
Semester 1
Term Week Topic Remarks / SLS resources Blended Learning
1 T1W1 – T1W2 Chapter 1
Set Language and Notation
Flipped Learning
SLS Lesson Title: Set Language – (1) Set Notations (30-45mins)
T1W3 – T1W5 Chapter 2
Data Analysis – Measures of
Spread
Flipped Learning
SLS Lesson Title: Range, Quartiles, Interquartile Range and Percentiles
Activities (1) and (2) : (30 min)
Flipped Learning / Station Rotation / Individual Rotation
SLS Lesson Title: Box-and-Whisker Plots
Activities (1) – 30 mins
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
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Semester 1
Term Week Topic Remarks / SLS resources Blended Learning
T1W6 – T1W8 Chapter 3
Probability
Individual Rotation
SLS Lesson Title: Probability of Simple Combined Events (Possibility Diagram)
Activities (1), (2) – 30 mins
T1W9 – T1W10 Chapter 4
Matrices
Flipped / Individual Rotation
SLS Lesson Title: Matrices (Operation and multiplication)
Activities (1), (2) – 30 mins
March Holiday Holiday Assignment – Flipped
Learning on Properties of Circle
2 T2W1 – T2W2 *Sec 3 - Chapter 10 Properties Of
Circles
SLS Resource Angle Properties of Circle
Flipped Learning
SLS Lesson - Angle Properties of Circles
2 T2W3 – T2W5 Chapter 5
Vectors in Two-Dimensions
Blended Learning
Flipped / Individual Rotation
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
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Semester 1
Term Week Topic Remarks / SLS resources Blended Learning
SLS Lesson Title: Scalar Multiples of a Vector (Geogebra)
Activities (1) – 10 mins
Blended Learning
Flipped / Individual Rotation
SLS Lesson Title:
Geometric Problems Involving the Use of Vectors (Review and solve geometry problem) (Geogebra)
Activities (1), (2) – 30 mins
T2W5 – T2W6 Revision for O Level Mid-Year
Exam
T2W7 O Level Mid-Year Exam
T2W8 Review of Mid-Year Exam scripts
T2W9 - 10 No Math lessons – Mother Tongue
Intensive
June Holiday Practice Papers from Exam Book
3 T3W1 – T3W9 TB 4B Topical revision exercises
and practice papers from Exam
Book
T3W10 O Level Prelim Exam Part 1
September
Holiday
Holiday Assignment – Revision
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
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Semester 1
Term Week Topic Remarks / SLS resources Blended Learning
4 T4W1 O Level Prelim Exam Part 2
T4W2 Review of Prelim Exam scripts
T4W 3 – T4W4 Practice papers from Exam Boo
T4W6 onwards O Level Written Examination
4048 Syllabus Document from SEAB 2020 : 4048_y20_sy.pdf
* Learning Experiences (LE) take reference from the above 4048 syllabus document.
* All SLS lesson packages can be found on SLS MOE Community Library
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
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Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Term 1
Week 1 Chapter 1 Set Language and Notation
1.1 Set Language
use set language and set notation to describe a set
of objects, its elements and its proper subsets
Directing students to appreciate the set notation, the way of
describing a set by listing its elements and using set-builder
notation
Introducing the concepts of equal sets, subsets, universal set and
empty set
LE N8(a): To use set language and notation to specify and
describe sets of numbers, shapes and objects. To determine
whether or not an object belongs to a set, and to classify objects in
distinct sets
AfL
Check in Qs / Exit Ticket
SLS Lesson Title : Set Language
and Notations – (3) Check your
understanding on Venn Diagrams
and Set Notations
p.2–10 Textbook 4A
E-book
Teacher’s Guide
p.9 Ex 1.1 (Qn 1),
Blended Learning
Flipped Learning
SLS Lesson Title: Set Language – (1)
Set Notations (30-45mins)
Term 1
Weeks 1–2 1.2 Venn Diagrams and Complement of a Set
draw Venn diagrams to represent sets
define the complement of a set
Illustrating the use of Venn diagrams
Introducing the concepts of complement of a set
LE N8(b): To use Venn diagrams to represent relationships
between two sets, and between a set and its elements
AfL
Check in Qs / Exit Ticket
SLS Lesson Title : Set Language
and Notations – (3) Check your
understanding on Venn Diagrams
and Set Notations
(similar to 1.1 AfL)
p.10–16 Textbook 4A
E-book
Teacher’s Guide
Blended Learning
Flipped Learning / Station Rotation
SLS Lesson Title : Set Language – (2)
Venn Diagrams (30 – 45 mins)
Term 1
Week 2
1.3 Union and Intersection of Sets
define the union and intersection of sets
illustrate them using Venn diagrams
Defining union and intersection of two sets
Using Venn diagram to show the set operations
AfL
Exit Ticket
Shading of Venn diagram
2 questions - TB pg 19 and 20, Try
it 17 and 18. (10 min)
p.16–23 Textbook 4A
E-book
Teacher’s Guide
Revision Ex 1
p.26–27
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 6 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Term 1
Week 3
Chapter 2 Data Analysis – Measures of Spread
2.1 Cumulative Frequency Diagrams
understand the term cumulative frequency
recognise the features of cumulative
frequency curves
interpret and analyse cumulative frequency
curves
LE S1(b): To recognise the idea of cumulative frequency
Developing students’ skill in interpreting and analysing
cumulative frequency curves
p.30–37 Textbook 4A
E-book
Teacher’s Guide
Use of MS Excel:
TB Pg 182-183
Statistics on Singapore Population
from
www.singstat.gov.sg/statistics#visuali
sing-data
Term 1
Week 3
2.2 Range, Quartiles, Interquartile Range and
Percentiles
understand the terms range, quartiles,
interquartile range and percentiles
Explaining the concept of spread of data and its measurements
Introducing the terms range, quartiles, interquartile range and
percentile
AfL
Exit Ticket
Exercise 2.2 Q2 (5 min)
p.38–51 Textbook 4A
E-book
Teacher’s Guide
Blended Learning
Flipped Learning
SLS Lesson Title: Range, Quartiles,
Interquartile Range and Percentiles
Activities (1) and (2) : (30 min)
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 7 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Term 1
Week 3
2.3 Box-and-Whisker Plots
recognise the features of a box-and-whisker
plot
interpret and analyse box-and-whisker plots
Explaining the features of a box-and-whisker plot
Developing students’ skill in interpreting and analysing box-and-
whisker plots
LE S1(b): To discuss examples of inappropriate representation of
data from newspapers and other sources
AfL – Exit Ticket
SLS Lesson Title: Box-and-
Whisker Plots
Activities (2) – 3 MCQs (15 mins)
p.52–64 Textbook 4A
E-book
Teacher’s Guide
Blended Learning
Flipped Learning
SLS Lesson Title: Box-and-Whisker
Plots
Activities (1) – 30 mins
Term 1
Week 4
2.4 Standard Deviation for Ungrouped Data
understand standard deviation as a measure of
variation
state the definition of standard deviation for
ungrouped data
Discussing the drawbacks of range and interquartile range as
measures of spread and introducing the definition of standard
deviation
Stating the formula for the calculation of standard deviation
Demonstrating the calculation of standard deviation for ungrouped
data
AfL
Exit Ticket
TB pg 67 Try it! 17 (10 min)
p.64–77 Textbook 4A
E-book
Teacher’s Guide
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 8 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
calculate standard deviation for ungrouped
data
Comparison of Two Data Sets - use the mean
and the standard deviation to compare two
data sets
Employing standard deviation to discuss and compare the spread
or variability of two data sets
LE S1(a): To compare the means and the standard deviations of
two data sets and to find the mean and the standard deviation of a
combined data set
Term 1
Week 5
2.5 Standard Deviation for Grouped Data
state the definition of standard deviation
for grouped data
calculate standard deviation for grouped
data
Comparison of Two Data Sets - use the
mean and the standard deviation to
compare two data sets
Extending the definition and formula of standard deviation to
grouped data
Demonstrating the calculation of standard deviation for grouped
data
Describing the method of calculating mean and standard deviation
using a calculator
Employing standard deviation to discuss and compare the spread
or variability of two data sets
AfL
Exit Ticket
TB pg 79 Example 23 (10 min)
p.77–86 Textbook 4A
E-book
Teacher’s Guide
Revision Ex 2
p.89–93
Go Further
p.93
Term 1
Week 6
Chapter 3 Probability
3.1 Probabilities of Simple Combined Events
calculate the probability of a simple
combined event using a possibility
diagram or a tree diagram
Extending the concept of probability of a single event to that of
simple combined events
Introducing possibility diagrams and tree diagrams
Illustrating the concept using a variety of daily life problems
AfL
Exit Ticket (Tree Diagram)
TB pg 102, Try it! 4
p.98–105 Textbook 4A
E-book
Teacher’s Guide
Blended Learning
Individual Rotation
SLS Lesson Title: Probability of
Simple Combined Events (Possibility
Diagram)
Activities (1), (2) – 30 mins
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 9 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Term 1
Week 7
3.2 Addition of Probabilities
identify mutually exclusive events
understand and apply the addition of
probabilities for two mutually exclusive
events
apply the above concepts of probability to
solve daily life problems
Conveying the definitions of mutually exclusive events
Exploring the rules of calculating these events
Reinforcing the concept by solving application problems
Discussing the situations like drawing balls from a bag without
replacement
LE S2(a): To discuss and differentiate between mutually exclusive
events and non-mutually exclusive events
LE S2(a): To investigate the relationship between P(A), P(B), P(A
and B), P(A or B) for two mutually exclusive events, A and B.
AfL
Investigating Q: When two
probabilities are multiplied
together, is the resultant probability
higher or smaller? Why?
p.105–111 Textbook 4A
E-book
Teacher’s Guide
CCE: Negative impacts on gambling
http://app.knowtheline.sg/about-
ncpg/media.aspx
to start off discussion on negative
impact of gambling
Official website of National Council
on Problem Gambling (NCPG).
http://www.knowtheline.sg/index.html
Term 1
Week 8
3.3 Multiplication of Probabilities
identify independent events
understand and apply the multiplication of
probabilities for independent events
apply the above concepts of probability to
solve daily life problems
Conveying the definitions of independent events
Exploring the multiplication of probabilities for non-independent
events
Demonstrating the applications of concepts of probability
LE S2(a): To discuss and differentiate between independent events
and dependent events
LE S2(a): To investigate the relationship between P(A), P(B) and
P(A and B) for independent events, A and B.
AfL
Exit Ticket – Multiplication of
probabilities
CCE – continuation of CCE lesson
on negative impact of addictive
gambling, calculate the probability
of striking a lottery e.g. P(1234 as
first prize). What is the sample
size? What is the probability of
another number 8888? Is the
probability of 8888 higher? Why is
it a popular choice? Are the
probabilities the same?
Useful Websites:
http://www.onlinemathlearning.com/p
robability-without-replacement.html
http://www.shodor.org/interactivate/le
ssons/ReplacementProb/
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 10 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Term 1
Week 9
Chapter 4 Matrices
4.1 – 4.2 Definition of a Matrix, Addition and
Subtraction of Matrices
display information in the form of a
matrix
identify the order of a matrix
interpret the data in a given matrix
perform addition and subtraction of
matrices
Introducing a matrix as a way of presenting a table in algebraic
form
Describing the terminology in matrix algebra
Illustrating the addition and subtraction of matrices
LE N9: To explore the properties of addition of matrices
AfL
Exit ticket
TB pag 134, order of matrices Q1.
p.130–135 Textbook 4A
p.136–142 Textbook 4A
E-book
Teacher’s Guide
Blended Learning
Flipped / Individual Rotation
SLS Lesson Title: Matrices
(Operation and multiplication)
Activities (1), (2) – 30 mins
Term 1
Week 10
4.3 – 4.4 Multiplication of a Matrix by a Scalar,
Multiplication of Matrices
perform scalar multiplication and
multiplication of matrices (where
possible)
solve problems involving the calculation
of the sum and product of two matrices
(where appropriate)
Introducing scalar multiplication of a matrix and multiplication of
two matrices by examples
Demonstrating the applications of matrix operations in solving
daily life problems
LE N9(a): To justify if two matrices can be multiplied by checking
the orders of the matrices
LE N9(a): To explore some properties of matrix multiplication
LE N9(b): To use matrix multiplication to encode and decode a
message
LE N9(b): To apply matrix multiplication to transformation
matrices for movie making
AfL
Check out
SLS Lesson Title: Matrices
(Operation and multiplication)
7 MCQ questions
p.142–148 Textbook 4A
p.148–164 Textbook 4A
E-book
Teacher’s Guide
Revision Ex 4
p.166–167
Go Further
p.168
Useful Websites:
http://www.sosmath.com/matrix/matri
x1/matrix1.html
March
Holiday
*Flipped Learning on Properties of Circles as
holiday Assignment
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 11 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Term 2
Week1
*Sec 3 - Chapter 10 Properties Of Circles
10.1 – 10.2 Chords of a Circle, Angles in a Circle
• recognise equal chords are equidistant from the
centre
• recognise the perpendicular bisector of a chord
passes through the centre of a circle
• apply the above properties to solve problems
• recognise the angle at the centre is twice the
angle at the circumference
• recognise an angle in a semicircle is a right
angle
• recognise the angles in the same segment are
equal
LE G3(a): To investigate the properties of chords using paper
folding
- p.111 Class Activity 1
LE G3(a): To explore the property of equal chord in a circle using
paper folding
- p.115 Class Activity 2
Encouraging students to write down the reasons for steps in their
workings
LE G3(b): To find the relationship between the angle at centre and
angle at circumference in a circle
- p.120 Class Activity 3
LE G3(b): To find the property of angles in the same segment
- p.124 Class Activity 4
Grouping students and asking them whether they can present some
proofs for the properties
Chords in a circle
Reflection via Padlet
Fill in the blanks.
Eg: Equal chords are ______ from
the centre.
Perpendicular bisector of a chord
passes through the ____ of a circle.
Angles in a circle
Exit Ticket via Kahoot
https://create.kahoot.it/details/angle
s-in-a-circle/9443cdb1-85a6-476c-
8d09-03c9caafe3d2
Unit 10.2 Flipped Classroom
SLS: “Angle properties of Circles”
URL:
https://vle.learning.moe.edu.sg/comm
unity-gallery/lesson/view/251dc3d2-
94d1-43bf-88ac-61a4f05c5c5c
Term 2
Week 2
10.3 Angles in the Opposite Segments
• apply the above properties to solve problems
• state the properties of angles in opposite
segments
10.4 Tangents to a Circle
• draw a tangent to a circle
• understand that a tangent to a circle is
perpendicular to the radius of the circle at the
point of contact
• apply the above properties to solve problems
• recognise tangents from an external point are
equal in length
LE G3(b): To find the relationship between the anlges in the
opposite segments of a circle
- p.131 Class Activity 5 (GSP)
Demonstrating the applications of the properties to solve problems
Showing the applications of the above property in problem solving
Conveying the idea of tangent to a circle
LE G3(b): To find the properties of tangents to a circle from an external
point
- p.139 Class Activity 6 (GSP)
Illustrating how to use those properties to solve problems
Exit Ticket via Kahoot
Revision of angle properties
https://create.kahoot.it/details/circle
-properties/2c02d1e1-9c33-493c-
a3ea-7ad386f7e4c7
Exit Ticket via Kahoot
https://create.kahoot.it/details/tange
nts-to-a-circle/92c3c296-2ddc-
4928-b840-d1ae3961b3ea
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 12 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
• recognise the line joining an external point to
the centre of a circle bisects the angle between
the tangents from the external point
• apply the above properties to solve problems
Term 2
Week 3
Chapter 5 Vectors in Two-Dimensions
5.1 Introduction to Vectors
understand that a vector consists of both
magnitude and direction
represent a vector by a directed line
segment
represent a vector and its magnitude using
various notations
find the magnitude and direction of a
vector
Introducing a vector as a quantity which has both magnitude and
direction
Giving examples of vectors in real life situations
Describing the representation and notation of vectors using
directed line segments
Introducing equal vectors
p.1–13 Textbook 4B
E-book
Teacher’s Guide
Term 2
Week 4
5.2 Operations on Vectors
use the sum and difference of two vectors
to express given vectors in terms of two
coplanar vectors
multiply a vector by a scalar
Introducing addition, subtraction and scalar multiplication of
vectors
Illustrating the laws of operations using directed line segment
diagrams
LE G7(a): To represent graphically the sum of two vectors and
explore some properties of vector addition
LE G7(b): To give examples to illustrate the resultant of two
vectors
LE G7(a): To represent graphically the difference of two vectors
LE G7(a): To represent graphically a multiple of a vector and
investigate the rules for scalar multiplication of vectors
AfL
SLS Lesson Title: Scalar Multiples
of a Vector (Geogebra)
Activities (2) (Check for
understanding) – 10 mins
p.14–36 Textbook 4B
E-book
Teacher’s Guide
Blended Learning
Flipped / Individual Rotation
SLS Lesson Title: Scalar Multiples of
a Vector (Geogebra)
Activities (1) – 10 mins
Term 2 5.3 Position Vectors Introducing position vectors as vectors having a fixed initial point p.36–44 Textbook 4B
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 13 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Week 4 understand position vectors
perform addition and subtraction and
scalar multiplication with respect to
position vectors
represent a vector on the Cartesian
coordinate plane using column vector
notation
Demonstrating the representation of vectors using position vectors
Describing the column vector as a position vector on the
coordinate plane
E-book
Teacher’s Guide
Term 2
Week 5
5.4 Applications of Vectors in Geometry
find the magnitude and direction of a
column vector
use vectors to solve some geometric
problems
Illustrating the calculation of the magnitude of a column vector
Demonstrating the application of vectors in geometry
AfL
Exit ticket
SLS Lesson Title:
Geometric Problems Involving the
Use of Vectors (Check for
understanding)
Activities (3) – 15 mins
MCQ questions on SLS
45–51 Textbook 4B
E-book
Teacher’s Guide
Revision Ex 5
p.53–55
Blended Learning
Flipped / Individual Rotation
SLS Lesson Title:
Geometric Problems Involving the
Use of Vectors (Review and solve
geometry problem) (Geogebra)
Activities (1), (2) – 30 mins
Term 2
Weeks
5 & 6
Revision for Mid-Year Examination
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 14 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Term 2
Week 7
O Level Mid-Year Examination
Term 2
Week 8 Review of O Level Mid-year Examination
Term 2
Weeks
9 & 10
4E5N Mother Tongue Intensive Programme
June Holiday
Term 3
Week 1
Revision Topic 1 – Numbers, Ratio, Rate and
Proportion
Revision Topic 2 – Percentage and Speed
Term 3
Week 2
Revision Topic 3 – Algebraic Manipulation and
Formulae
Revision Topic 4 – Functions and Graphs
Term 3
Week 3
Revision Topic 5 – Equations and Inequalities
Revision Topic 6 – Set Language and Matrices
Term 3
Week 4
Revision Topic 7 – Angles, Polygons,
Congruence and Similarity
Term 3
Week 5
Revision Topic 8 – Properties of Circles
Term 3
Week 6
Revision Topic 9 – Trigonometry
Revision Topic 10 – Mensuration
Term 3
Week 7
Revision Topic 11 – Coordinate Geometry and
Vectors in Two Dimensions
Term 3
Week 8
Revision Topic 12 – Statistics and Probability
Term 3
Week 9
Revision on Problems in Real-World Contexts
Term 3
Week 10
O Level Prelim Examination Part 1
Sep Holiday
Term 4
Week 1
O Level Prelim Examination Part 2
Woodgrove Secondary School Mathematics Department 2021 Scheme of Work For Mathematics – Secondary Four Express
Page 15 of 15
Term / Week Content and Skills
What do we want students to learn?
Pedagogy
What are the key pedagogical approaches and practices to
achieve the desired outcomes?
Assessment
How can we assess learning?
What kind of learning data can
be collected?
Resources
What resources will support the
design of activities?
Learning outcomes
#Instructional Strategies/ Learning Experiences Evidence of learning SLS/ ICT/
Blended Learning
Textbook
resources
Term 4
Week 2 Review of O Level Prelim Examination scripts
Term 4
Week 3-5 Practise prelim papers from other schools
Term 4
Week 6 - 7 GCE O Level Written Examination