The task was to explore the environment and create mathematical concepts that can be introduced to children in a classroom setting.

My group selected the Bras Basah MRT environment . we created a web that contained different learning concepts with objectives that can be introduced to the six years old .

The concepts are measurement, time , money, mapping, sequencing and others. All these concepts are related to their daily life experiences and they will be able to apply the various strategies with familiarity to model and represent their problem solving skills in many ways.

children will be able to apply the varied strategies and engage themselves in process of doing the math concepts example they will be guided to understand the problem , devise a plan , look out for the pattern , guess and check , and then look back. This will allow children to think and talk through the problem raised in the concept.

As teachers', we need to provide the opportunity to enable children to work in pairs, groups and alone , listen actively to the different way the child present their explanation , provide appropriate hints and thereafter provide the worthwhile extensions to assess the child's problem solving strategies.

This problem based approach will also help to accommodate the diversity of learning in the classroom.

# Assignments

## Wednesday, September 29, 2010

### EDU330- elementary mathematics - PERSONAL REFLECTIONS (H)

This module provided great insights about math concepts and how one can enjoy the process of math through fun activities and games.

I learnt about the ways to build informal mathematical understanding in children through simple games -(example the holiday dice game. The children enjoyed the game very much and it has become a part of their daily routine to challenge each other before their nap time).

The other game that I introduced to the children was the paper clip game, it helped them in their thinking and reasoning skills. The games appear simple but the it teaches the counting on, addition and subtractions concepts to children through incidental learning. It adds fun and enjoyment too.

Another insight that I gained is that children should be given the chance to be taught to look for patterns in math concept, once they are able to conceptualize the contents through the process orientated activities , Math becomes a fun activity to learn. It becomes their vehicle for their competence in logical reasoning, spatial visualization, analysis and abstract thoughts.I also learnt that as a teacher ,it is important to observe the way children learn math and then offer the necessary scaffolding . I also learnt about Polya's model towards the problem solving approach (allowing children to be familiarized with various strategies, which will enable the children to model and represent problem solving skills in many ways.It will accommodate the diversity of learning in every classroom)

I agree with the statement, In reality no one teaches mathematics. Effective teachers are those who can stimulate students to learn mathematics in a fun , enjoyable and natural way.

Thank you Dr Yeap for your guidance and teaching.

BTW -I only have 3/4 cookie.

### EDU330- elementary mathematics- Geometry (G)

GEOMETRY is the study of of shapes and spatial relationships. It helps to tie in the children's experiences to relate mathematics to the real world.

Children use geometric and spatial ideas regularly to problem solve and make decisions in their daily lives. Geometry and spatial sense are the fundamental component of math learning. They are the platform for the study of other topics in math and science.

Spatial visualization refers to the ability to mentally manipulate, rotate, twist, or invert a pictorially presented stimulus object, whereas spatial orientation refers to ability to comprehend the arrangement of elements within a visual pattern and the ability to understand and not to be confused by an object's changing orientation.

In implementing geometry lessons to children , teachers need to engage children actively involved in investigating interesting problems using concrete materials in a carefully and sequenced program. Example the preschoolers/ kindergartners focus on the appearance of shapes as a whole; therefore, they need to be given the opportunity to be involved in the manipulation of models of geometric figures- direct, visual exploration tactile. They must be given the chance to trace , draw, copy, combine and enlarge the physical objects.

Then it can be introduced to children using the software (example drawing of straight lines, curve lines, triangles, circles, squares , playing the guessing games of the shapes, filling in the names of the shapes and changing the orientation of each shape to their likings using the software).

This will enable the child to adopt the critique inductive and deductive arguments relating to geometric shapes and its relationships. Examine and describe the models and properties of the two and three dimensional shapes that emerge.

### EDU330- review common practices in preschool (F)

The most common practice in a childcare setting is , the teachers use the number chart of 1 to 100, this

create opportunities for children to rote count and explore the patterns in the numbers 1 to 100.

thereafter the teacher uses the physical materials / concrete materials to explore the numbers through one to one corespondent, counting on skills, grouping and classifications. followed by writing the numerals in words . once the children had gained the understanding of the numbers , they will be encouraged to use pictorial representation to present their understanding of others through explanations and reasoning. thereafter the teacher will plan other related activities to challenge the child's understanding of the concepts by creating outdoor exploration and inviting them to present their answers through their drawing, writing, communication and the usage of various strategies example using modelling clay to create numbers.( ABSTRACT THINKING).This reflects me to think of Jerome Burners Theory of CPA approach in implementing math activities to young children.

Numeracy is a mastery of basic symbols and the process of arithmetic combined with critical mathematical thinking.And according to Booker et el (1997), "Numeracy is concerned with communication, making sense of math in their everyday application, and the ability to explore, hypothese, reason logically and in using a variety of methods to solve a problem".

create opportunities for children to rote count and explore the patterns in the numbers 1 to 100.

thereafter the teacher uses the physical materials / concrete materials to explore the numbers through one to one corespondent, counting on skills, grouping and classifications. followed by writing the numerals in words . once the children had gained the understanding of the numbers , they will be encouraged to use pictorial representation to present their understanding of others through explanations and reasoning. thereafter the teacher will plan other related activities to challenge the child's understanding of the concepts by creating outdoor exploration and inviting them to present their answers through their drawing, writing, communication and the usage of various strategies example using modelling clay to create numbers.( ABSTRACT THINKING).This reflects me to think of Jerome Burners Theory of CPA approach in implementing math activities to young children.

Numeracy is a mastery of basic symbols and the process of arithmetic combined with critical mathematical thinking.And according to Booker et el (1997), "Numeracy is concerned with communication, making sense of math in their everyday application, and the ability to explore, hypothese, reason logically and in using a variety of methods to solve a problem".

### EDU330- USING TECHNOLOGY IN MATHEMATICS (E)

Using technology in Mathematics is an advantage as it provides access to all students.I feel that it is an effective tool for learning and teaching maths concepts .It provides developmentally appropriate learning experiences for the young children .

In another textbook known as Mathematics for Young Children by ( Joseph N.Payne).It states that Math learning can stimulated by the use of microcomputer. It enriches the readers to view of mathematics learning in geometry, problem solving, numeration, and estimation in different perspectives.

The usage of microcomputer has programme that allow math to presented as a field for investigation or as an active tool for examining,or creating patterns to explore the possible relationships and problem solving.It also talks about the programming language known as 'LOGO'.

This LOGO permits children to use and create symbols to explore and extend their emerging knowledge of spatial relationships, geometric properties. This program requires children to organize ideas sequentially/ logically as they think of number in terms of distance, angles and measurementment. Teacher's can use this program to model problem solving strategies, stimulate children's curiosity in learning math concepts in a fun and easy way.

The other technology that I would like to state is the usage of calculator. It will enhance the development of problem solving skills in children , and improve on their attitudes towards learning mathematics.

I personally liked the illuminations website because it provides ideas for teachers of how to compare and coherent a set of learning goals, provides information's about development of curriculum framework, instructional materials, resources for kids, ideas to learn about math mobile and interactive whiteboard where teachers can use the ideas to implement the math activities interestingly for children in the classroom.

The otherr website is the shador , it is online and it is interactive . It also talks about the coursework for exploration in math and science concepts.

In another textbook known as Mathematics for Young Children by ( Joseph N.Payne).It states that Math learning can stimulated by the use of microcomputer. It enriches the readers to view of mathematics learning in geometry, problem solving, numeration, and estimation in different perspectives.

The usage of microcomputer has programme that allow math to presented as a field for investigation or as an active tool for examining,or creating patterns to explore the possible relationships and problem solving.It also talks about the programming language known as 'LOGO'.

This LOGO permits children to use and create symbols to explore and extend their emerging knowledge of spatial relationships, geometric properties. This program requires children to organize ideas sequentially/ logically as they think of number in terms of distance, angles and measurementment. Teacher's can use this program to model problem solving strategies, stimulate children's curiosity in learning math concepts in a fun and easy way.

The other technology that I would like to state is the usage of calculator. It will enhance the development of problem solving skills in children , and improve on their attitudes towards learning mathematics.

I personally liked the illuminations website because it provides ideas for teachers of how to compare and coherent a set of learning goals, provides information's about development of curriculum framework, instructional materials, resources for kids, ideas to learn about math mobile and interactive whiteboard where teachers can use the ideas to implement the math activities interestingly for children in the classroom.

The otherr website is the shador , it is online and it is interactive . It also talks about the coursework for exploration in math and science concepts.

## Friday, September 24, 2010

### EDU330- elementary mathematics

Hi , Dr Yeap

Please do not grade my entries yet because i am still worling on it.

Thank you.

Please do not grade my entries yet because i am still worling on it.

Thank you.

## Sunday, September 12, 2010

### EDU330-Place value ( lesson on 8/9/10)

Place value 34

children will be given the concrete materials to group the materiasl in to 3 group of tens and 4 tens which is known as the singles.

then

This is the groupable model, it represents the base ten model. It helps the child to connect knowledge to oral and symbolic representation. First the child need to built the knowledge on objects,quantity, model and then the oral names. The place value chart to model and numbers created the sequential establishment of left and right orientation of tens and ones.

The child's understanding on using the expanded notation ( which is known as the equilavent representation) in which the child has gradually grasped the concept through the usage of math langauge and varied instruction and activities.

children will be given the concrete materials to group the materiasl in to 3 group of tens and 4 tens which is known as the singles.

then

- 34 will be written under the place value chart ( 3 under the tens column, 4 under the ones column)
- 34= 3 tens 4 ones
- 34 written in words( thirty - four)
- 34 in numeral
- the expanded notation

This is the groupable model, it represents the base ten model. It helps the child to connect knowledge to oral and symbolic representation. First the child need to built the knowledge on objects,quantity, model and then the oral names. The place value chart to model and numbers created the sequential establishment of left and right orientation of tens and ones.

The child's understanding on using the expanded notation ( which is known as the equilavent representation) in which the child has gradually grasped the concept through the usage of math langauge and varied instruction and activities.

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