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Maths Counts 2016

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Bhí an 3ú Maths Counts, Comhdháil Náisiúnta bunaithe ar theagasc na Matamaitice, ar siúl ar an 22ú agus an 23ú d’Aibreán 2016 i gColáiste na hOllscoile, Baile Átha Cliath.

Dhírigh an chomhdháil ar theagasc tríd an bhfadhbréiteach agus ar an ról a ghlacann Reflections on Practice maidir le forbairt ghairmiúil in Éirinn. Cuireadh fáilte Uí Cheallaigh roimh mhúinteoirí matamaitice na hÉireann páirt a ghlacadh i Reflections on Practice i rith na scoilbhliana 2015/2016.

Bhí an tOllamh Akihiko Takahashi mar aoi-chainteoir ag an gcomhdháil. Theagasc sé trí rang bunaithe ar an bhfadhbréiteach beo ag an gcomhdháil.

A special thank you to our sponsors

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Gheobhfar cóipeanna de na pleananna ceachta agus na cuir i láthair ón Chomhdháil thíos. Cuireadh na hacmhainní seo le chéile ag na múinteoirí a ghlac páirt i Reflections on Practice 2016.

Maths Counts 2016 Resources

Fillteán de na hacmhainní ar fad ó Maths Counts 2016

Properties of Parallelograms

For 2nd years, mixed ability

Properties of Parallelograms

For 2nd years, mixed ability

Properties of Basic Geometric Shapes

For 6th years, ordinary level

Properties of Basic Geometric Shapes

For 6th years, ordinary level

Parallel Lines & Alternate Angles

For 1st years, mixed ability

Teaching Theorems Using Contextualised Problems

For 2nd years, mixed ability

Teaching Theorems Using Contextualised Problems

For 2nd years, mixed ability

Problem Solving Leading To Proof

For 2nd years, higher level

Problem Solving Leading To Proof

For 2nd years, higher level

Problem Solving In Geometry

For 3rd years, higher level

Problem Solving In Geometry

For 3rd years, higher level

Congruent Triangles

For 2nd years, mixed ability

Congruent Triangles

For 2nd years, mixed ability

Axiom 4 – Congruent Triangles

For 3rd years, higher level

Axiom 4 – Congruent Triangles

For 3rd years, higher level

Types of Triangles

For 1st years, mixed ability

Types of Triangles

For 1st years, mixed ability

Similar Triangles

For 2nd years, ordinary level

The Angle at the Centre Of a Circle

For 3rd years, higher level

The Angle at the Centre of a Circle

For 3rd years, higher level

Equation of a Circle

For 5th years, ordinary level

Equation of a Circle

For 2nd years, ordinary level

Understanding The Distance Formula

For 2nd years, mixed ability

Understanding The Distance Formula

For 2nd years, mixed ability

Finding the Minimum Area of Two Rectangles

For 3rd years, higher level

Finding the Minimum Area of Two Rectangles

For 3rd years, higher

Fixed Perimeter does not Imply Fixed Area

For 2nd years, ordinary level

Fixed Perimeter does not Imply Fixed Area

For 2nd years, ordinary level

The Volume of a Cylinder

For 3rd years, higher level

The Volume of a Cylinder

For 3rd years, higher level

To Optimise & Design a Rain Gutter

For Tranisition Years

To Optimise & Design a Rain Gutter

For Transitions Years

Introducing Algebra Through Snooker

For 1st years, mixed ability

Introducing algebra through Snooker

For 1st years, mixed ability

Rethinking Teaching Patterns

For 1st years, mixed ability

Rethinking Teaching Patterns

For 1st years, mixed ability

Using Linear Patterns to Develop Algebraic Reasoning

For 1st years, mixed ability

Using Linear Patterns to Develop Algebraic Reasoning

For 1st years, mixed ability

How Many People Can Sit at 10 Tables?

For 1st years, mixed ability

How Many People Can Sit at 10 Tables?

For 1st years, mixed ability

Solving Linear Equations

For 1st years, mixed ability

Solving Linear Equations

For 1st years, mixed ability

From Word Problems To Linear Equations

For 1st years, mixed ability

From Word Problems To Linear Equations

For 1st years, mixed ability

Representing Simultaneous Equations Graphically

For 3rd years, higher level

Representing Simultaneous Equations Graphically

FFor 3rd years, higher level

Adding Numbers Quickly

For 5th year ordinary level

Adding Numbers Quickly

For 5th year ordinary level

Sum of an Arithmetic Sequence

For 5th years, ordinary level

Sum of an Arithmetic Sequence

For 5th years, ordinary level

Liosta Scoileanna

Seo thíos na scoileanna a ghlac páirt i Reflections on Practice 2016.

St. Michael’s Secondary School, Finglas
Chanel College, Coolock Village, Malahide Road
St. Fintan’s High School, Sutton
Fingal Adult & Further Education Ctr, Balbriggan
Deansrath Community College, Clondalkin
Coláiste Chú Chulainn, Dundalk
St. Fintina’s Post Primary School, Enfield
St. Oliver’s Community College, Drogheda
Drogheda Grammar School, Drogheda
Coláiste Bríde, Enniscorthy
Presentation College, Currylea, Tuam
Coláiste Cholmáin, Claremorris
Seamount College, Kinvara
Coláiste Iognáid S.J., Galway
Gairmscoil Einne, Inis Mór – Oileann Arann
St. Michael’s College, Listowel
Coláiste Dún Iascaigh , Cashel Road, Cahir
Scoil Aireagail, Ballyhale, Kilkenny
Ramsgrange Community School, New Ross
Ardscoil Na Mara, Tramore
Rockwell College, Cashel
Christian Brothers School, Carrick On Suir
St. Mark’s Community School, Tallaght
Coláiste Bhride, Clondalkin
John Scottus Secondary School, Donnybrook

Killinarden Community School, Tallaght
Holy Family Secondary School, Newbridge
Lucan Community College
Midleton College, Cork
St. Aloysius School, Cork
Our Lady’s Secondary School, Castleblayney
Largy College, Clones
St. Tiernan’s College, Crossmolina
Coláiste Mhuire, Tuar Mhic Éadaigh
St. Louis Secondary School, Kiltimagh
St. Leo’s College, Carlow
St. Mary’s Academy C.B.S., Carlow
Carndonagh Community School, Lifford
Errigal College, Letterkenny
Deele College, Raphoe
Loreto Community School, Milford
Pipers Hill College, Naas
Rathdown School, Glenageary, Dun Laoghaire
Dunshaughlin Community School
St. Flannan’s College, Ennis
Glenstal Abbey School, Limerick
St. John Bosco Community College, Clare
Kilrush Community School, Clare
Children’s Ark School, U.L. Hospital

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Maths Counts 2016

Liosta Scoileanna

New to projectmaths.ie