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MATHEMATICS
TEACHING METHODSAND TECHNIQUES
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PRACTICAL WORK
A type of activity with its aim toobtain the final result directly fromthe work done.
Used to train pupils to use teachingaids to learn mathematical conceptsor facts.
Can also be used to master skill in
solving mathematics problem.
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Examples of Mathematics Activities
Guide pupils to cut/fold papers into
several equal parts to learn the concept offraction
Guide pupils to divide a rectangle intoseveral equal squares to learn the conceptof area
Use measuring instruments to master theskill and concept of length, weight and
volume of liquid
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Examples of Mathematics Activities
Use concrete objects such as marbles,
rubber seeds or abacus to master the skillof counting or certain operations.
Make geometrical models such as cuboid,cube and others to master thecharacteristics of solid geometry.
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Advantages of Practical Work Method:
Would give confidence to the pupils Easier to understand and rememberconcepts/skills through their ownpractical experience
Through maths games, able toacquire their psychomotormanipulating skills.
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EXPOSITORY METHOD
Expository can be referred as explicit and
comprehensive explanation of certainfacts.
A way of presentation of information to
pupils directly in the classroom.
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Uses and Benefits:
To present information especiallywhen time is limited
To give directions To wrap up an activity
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Problems and Concerns
Verbal learning tends to be passive
Organized according to teachersidea may not be the same withstudents, especially with culturallydiverse group of students.
What is said is not always what isheard.
Limited by the learners attention
span. Difficult for small children to follow
need concrete materials.
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Laboratory Method:
May be defined as learning by doing
Often involves children playing andmanipulating concrete objects instructured situations.
Teacher plan systematic procedure,prepare sufficient equipments,organize group activities to ensurethe effectiveness of this method.
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Examples of activities:
To study the characteristics of
geometrical block by measuring thelength of its sides
To study mathematics patterns,
relationships by using sets of objects To derive formula for the area of
rectangle
To understand relationships betweenunits of measurement by usingmeasuring devices.
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DEMONSTRATION
Teacher shows the way or steps toperform a certain activity in the class.
There are two types of demonstrations: Traditional : teacher stands before the
group, shows something, and then tellswhat happened
Discovery : teacher silently conducts and
learners attempt to determine why what isshown occurs.
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Tips to be applied:
Practice, practice and practicetry out first, to be sure you knowthat it will work out fine.
Take precautionsanticipatepotential accidents/problems.
Make everything visible elevate
demonstration materials as high as ispractical and safe.
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Uses and Benefits
To protect learners when danger isinvolved
To show how to use something
To begin or end a unit of study To control time when the actionneeds to be stopped periodically toshow important changes or to pointout specific elements.
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Uses and Benefits
To illustrate an important conceptwhen there is not enough equipmentand substitutions cannot be made
To develop problem solving skills
To grab learners attention beforeintroducing a concept or unit
To actively, mentally engage learnersin learning.
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Problems and Concerns:
Demonstrations dont always work Learners may become restless and
inattentive Learners may have difficulty seeing
the demonstration The group may ask questions,
therefore the teacher must really
know precisely what happened andwhy.