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Teaching Math in Primary
Grades
Prepared by: Shiela Mae S. Ucang, LPT
Content Areas in
Primary Mathematics
Curriculum
Introduction
The mathematics taught in K-3 must be marked by
the following characteristics:
● Experiential and hands-on
● Informal
● Rich in basic and foundational concept and skills
● Integrated
Introduction
Features of Mathematics Instruction in K-3
● Purposeful play and manipulative activities
● Focused informal discussions
● Sensible repetition, drill and practice
● Reasonable amount of memorizations
Content Areas
Numbers and
Number Sense
Geometry
Measurement
Patterns and Algebra
01
02
03
04
Probability and
Statistics
05
Numbers and
Number Sense
01
Numbers and Number Sense
They develop number sense---
This strand focus on student’s understanding of
numbers, properties, operations, estimation and
their applications to real-world and
mathematical situations.
Meaning of four basic operations---
Measurement
02
Measurement
They learn to join units to represent other
attributes--- area, speed, and acceleration.
This strand focus on finding actual
measurements of objects and their attributes.
They learn to use and appreciate
measurements across jobs, interests
and disciplines.
Measurement
In K-3, children’s work in measurement begins
with comparing.
Students will also learn combine units to measure
other attributes.
Students also learn to choose appropriate
units and tools to measure physical
attributes.
Measurement
They learn to physically estimate and allow for
some degree of error.
They learn to appreciate applications of
measurement in daily life.
They learn how people of different eras and
different cultures measure attribute of
objects.
Geometry
03
Geometry
Children have the natural desire to learn
mathematics.
Geometric ideas are gradually developed and
strengthened when children sort things, measure,
classify models of two- or three-dimensional figures
and start talking about the reasons for doing so.
Students developed spatial sens, logical
reasoning, analytical thinking and the ability to
make sense of the real world.
Geometry
For K-3 students, the focus is on developing
students’ understanding of shapes, properties,
relations and structures.
Patterns and Algebra
04
Patterns and Algebra
Algebra is a tool to communicate mathematics.
It provides procedures and techiniques to manipulate
symbols and variables to move from specific to
general.
The foundation of algebra must start in the
preschool level and develop in succeeding
levels.
Patterns and Algebra
This strand extends from simple patterns to basic
algebra concepts at the elementary level to functions
at the secondary level.
Patterns and Algebra
In K-3, the focus is on developing students’ keen
sense of identifying patterns and relations of
numbers, measures, shapes and figures and
facilitating the development of the correct language
and representations of these patterns and relations.
Probability and
Statistics
05
Probability and Statistics
The Probability and Statistics strand focuses on
developing statistical and probability concepts and
skills that will help students collect and organize data
in a variety of ways (tables, charts and graphs).
Students will also learn how to interpret data,
make inferences and conclusions from the
given data display and finally make decisions
based on their interpretations
Probability and Statistics
Students will also learn the basic concepts of
probability to make predictions of the likelihood of
events and outcomes.
They learn to conduct experiments and
simulations to estimate probabilities and
apply them in real life situations
Probability and Statistics
In K-3, children’s work in Data, Analysis and
Probability begins with collecting and classifying
information in a variety of ways.
They learn to record and represent data in
tables, charts and graphs (pictograph, bar
graph, line graph).
Probability and Statistics
Students are also made aware of actions and
events that involve unpredictability and become
conscious of their use of language that signifies
certainty and uncertainty: will, might,
possible/impossible, sure/ maybe/unsure.
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icons by Flaticon and infographics &
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Content Areas in Primary Mathematics Curriculum

  • 1. Teaching Math in Primary Grades Prepared by: Shiela Mae S. Ucang, LPT
  • 2. Content Areas in Primary Mathematics Curriculum
  • 3. Introduction The mathematics taught in K-3 must be marked by the following characteristics: ● Experiential and hands-on ● Informal ● Rich in basic and foundational concept and skills ● Integrated
  • 4. Introduction Features of Mathematics Instruction in K-3 ● Purposeful play and manipulative activities ● Focused informal discussions ● Sensible repetition, drill and practice ● Reasonable amount of memorizations
  • 5. Content Areas Numbers and Number Sense Geometry Measurement Patterns and Algebra 01 02 03 04 Probability and Statistics 05
  • 7. Numbers and Number Sense They develop number sense--- This strand focus on student’s understanding of numbers, properties, operations, estimation and their applications to real-world and mathematical situations. Meaning of four basic operations---
  • 8.
  • 10. Measurement They learn to join units to represent other attributes--- area, speed, and acceleration. This strand focus on finding actual measurements of objects and their attributes. They learn to use and appreciate measurements across jobs, interests and disciplines.
  • 11.
  • 12. Measurement In K-3, children’s work in measurement begins with comparing. Students will also learn combine units to measure other attributes. Students also learn to choose appropriate units and tools to measure physical attributes.
  • 13. Measurement They learn to physically estimate and allow for some degree of error. They learn to appreciate applications of measurement in daily life. They learn how people of different eras and different cultures measure attribute of objects.
  • 15. Geometry Children have the natural desire to learn mathematics. Geometric ideas are gradually developed and strengthened when children sort things, measure, classify models of two- or three-dimensional figures and start talking about the reasons for doing so. Students developed spatial sens, logical reasoning, analytical thinking and the ability to make sense of the real world.
  • 16.
  • 17. Geometry For K-3 students, the focus is on developing students’ understanding of shapes, properties, relations and structures.
  • 19. Patterns and Algebra Algebra is a tool to communicate mathematics. It provides procedures and techiniques to manipulate symbols and variables to move from specific to general. The foundation of algebra must start in the preschool level and develop in succeeding levels.
  • 20. Patterns and Algebra This strand extends from simple patterns to basic algebra concepts at the elementary level to functions at the secondary level.
  • 21.
  • 22. Patterns and Algebra In K-3, the focus is on developing students’ keen sense of identifying patterns and relations of numbers, measures, shapes and figures and facilitating the development of the correct language and representations of these patterns and relations.
  • 24. Probability and Statistics The Probability and Statistics strand focuses on developing statistical and probability concepts and skills that will help students collect and organize data in a variety of ways (tables, charts and graphs). Students will also learn how to interpret data, make inferences and conclusions from the given data display and finally make decisions based on their interpretations
  • 25. Probability and Statistics Students will also learn the basic concepts of probability to make predictions of the likelihood of events and outcomes. They learn to conduct experiments and simulations to estimate probabilities and apply them in real life situations
  • 26.
  • 27. Probability and Statistics In K-3, children’s work in Data, Analysis and Probability begins with collecting and classifying information in a variety of ways. They learn to record and represent data in tables, charts and graphs (pictograph, bar graph, line graph).
  • 28. Probability and Statistics Students are also made aware of actions and events that involve unpredictability and become conscious of their use of language that signifies certainty and uncertainty: will, might, possible/impossible, sure/ maybe/unsure.
  • 29. CREDITS: This presentation template was created by Slidesgo, including icons by Flaticon and infographics & images by Freepik < Thanks! Keep Safe!