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DEVELOPMENT FOUNDATIONS

How Can Logical-Mathematical Intelligence Be Developed?

Logical-Mathematical Intelligence can be nurtured through consistent practice and meaningful opportunities to reason, analyse, recognize patterns and solve problems.

DEVELOPMENT IS MORE THAN MATHEMATICS

Strengthen the way you think.

Development should not be limited to improving mathematics performance. Logical-Mathematical development involves creating opportunities to think systematically, examine relationships, work with information and approach unfamiliar problems.

The objective is to help learners become more confident in using reasoning and analytical thinking in academic, professional and everyday situations.

01 Logical Reasoning Examine information and reach reasoned conclusions.
02 Problem Solving Break problems into manageable parts and explore possible solutions.
03 Pattern Recognition Identify relationships, sequences and recurring structures.
04 Analytical Thinking Examine information and understand how different parts relate to one another.
05 Quantitative Thinking Understand and work with numerical and quantitative information.
06 Structured Thinking Approach tasks and decisions through organized and systematic thinking.
Development is a continuous process.

Regular practice, meaningful challenges and opportunities to apply reasoning can help strengthen logical and analytical thinking.

CORE DEVELOPMENT ACTIVITIES

Build Logical Thinking Through Practice

Meaningful activities can give learners regular opportunities to reason, identify relationships, solve problems and apply analytical thinking.

01

Problem Solving

Encourage learners to understand a problem, break it into smaller parts, explore possible approaches and work toward a solution.

Puzzles Challenges Strategy Problems
02

Pattern Recognition

Help learners notice sequences, relationships and recurring structures in numbers, shapes and information.

Number Patterns Sequences Relationships
03 ?

Logic & Reasoning

Give learners opportunities to examine evidence, compare possibilities and explain why a conclusion follows from the available information.

Logic Puzzles Deduction Reasoning Tasks
04

Analytical Thinking

Encourage learners to break information into smaller components, compare them and understand how different parts relate to one another.

Classification Comparison Analysis
05 %

Data & Quantitative Thinking

Use numbers, measurements and quantitative information to help learners compare, interpret and reason from data.

Charts Measurements Comparisons
06

Computational Thinking

Introduce structured approaches to problems through sequences, rules, algorithms and step-by-step thinking.

Algorithms Coding Logic Step-by-Step Tasks
EVERYDAY APPLICATION

Take Logical Thinking Beyond the Classroom

Logical thinking develops when learners get opportunities to apply reasoning to real situations, everyday decisions and practical challenges.

A SIMPLE THINKING PROCESS
01 Observe Understand what is happening.
02 Analyse Examine the available information.
03 Compare Consider relationships and alternatives.
04 Reason Decide what the information suggests.
05 Decide Choose a reasoned course of action.
EVERYDAY OPPORTUNITIES
01

Planning

Encourage children to think about sequences, time, resources and priorities when planning an activity.

02

Comparing Choices

Ask learners to compare different options and explain the reasons behind their choice.

03

Budgeting & Numbers

Use everyday numbers, prices, quantities and measurements as opportunities for practical reasoning.

04

Strategy & Games

Strategy-based activities can encourage planning, prediction, decision-making and consideration of consequences.

05

Real-World Problems

Turn everyday challenges into opportunities to ask questions, examine alternatives and find solutions.

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Ask the child to explain the reasoning.

The important part is not only the final answer. Asking “Why?” and “How did you arrive at that?” encourages learners to make their thinking visible.

PERSONALIZED DEVELOPMENT

From Assessment Insights to Personal Growth

Development becomes more meaningful when activities are connected to the learner's individual strengths, needs and areas for growth.

01

Understand

Begin with a clear understanding of the learner's Logical-Mathematical strengths and development areas.

INSIGHT
02

Identify

Identify the reasoning, problem-solving and analytical areas that can be strengthened through focused practice.

DIRECTION
03

Personalize

Select suitable activities and challenges that match the learner's current level and development needs.

PLAN
04

Practise & Apply

Use progressively meaningful challenges to apply logical thinking in academic and everyday situations.

ACTION
05

Review & Refine

Review progress, understand what is working and refine the development approach as the learner progresses.

PROGRESS
01 Individualized Development should reflect the learner.
02 Progressive Challenges can increase as skills develop.
03 Practical Skills should be applied beyond worksheets.
04 Continuous Development is reviewed and refined over time.
SUPPORTING DEVELOPMENT

Everyone Can Help Build Better Thinking

Parents and teachers can create everyday opportunities for learners to question, reason, solve problems and explain how they arrived at their conclusions.

FOR PARENTS

Support at Home

Everyday conversations and activities can become opportunities to practise logical and analytical thinking.

01
Ask “Why?” and “How?”

Encourage children to explain the reasoning behind their answers.

02
Give Time to Think

Allow learners to explore a problem before providing the solution.

03
Use Everyday Situations

Use planning, numbers, comparisons and practical decisions as learning opportunities.

04
Encourage Curiosity

Welcome questions and encourage children to explore different ways of solving a problem.

FOR TEACHERS

Support in Learning

Classroom experiences can provide structured opportunities for learners to reason, investigate and solve unfamiliar problems.

01
Use Problem-Based Activities

Give learners meaningful problems that require them to think through possible solutions.

02
Ask for the Reasoning

Ask students to explain how they reached an answer, not only what the answer is.

03
Allow Multiple Approaches

Encourage learners to explore and compare different ways of approaching a problem.

04
Connect Learning to Reality

Use practical examples, data, experiments and real-world challenges wherever appropriate.

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A SIMPLE PRINCIPLE Don't rush to give the answer. Encourage the thinking behind it.

When learners explain their approach, compare alternatives and reflect on their decisions, the reasoning process becomes part of the learning.

DEVELOP • PRACTISE • APPLY • REFLECT