Units of Work

Street Maps

In this unit students use street maps as the context to learn about grid references, and for giving and following instructions involving directions and distances. In this unit students use street maps as the context to learn about grid references, and for giving and following instructions involving directions and distances.

Level Three > Geometry and Measurement

Which Graph? with Excel

This unit involves the same mathematics as Which Graph Level 3 but involves students making the bar graphs and pie graphs using Excel. The instructions to use Excel are provided as Copymasters.

In this unit students explore how bar graphs and pie graphs can show different aspects of the data. Bar graphs show the number differences between data categories and pie graphs can be used to clearly show proportional differences between data categories.

Level Three > Statistics

Which Graph?

In this unit students explore how bar graphs and pie graphs can show different aspects of a data set. Bar graphs show the number differences between data categories and pie graphs can be used to clearly show proportional differences between data categories.

Level Three > Statistics

Statements about Probability

In this unit students make spinners to show the probability of events. They will make statements about probabilities shown on spinners and evaluate statements made by other classmates.

Level Two > Statistics

True or False

In this unit students make statements about data displays. Students evaluate statements as true or false using the features of the data to support their evaluation.

Level Two > Statistics

Match ups

In this unit we make statements about data displays, decide if statements made by others match the data shown, and match appropriate statements to a data display. 

Level One > Statistics

Place Value Blocks

This unit uses one of the digital learning object, Place Value Blocks, to support students as they investigate the place value of numbers up to 9999. The numbers are represented using place value blocks.  

The knowledge section of the New Zealand Number Framework outlines the important items of knowledge that students should learn as they progress through the strategy stages. This unit of work and the associated learning object are useful for students at stage 5, Early Additive Part-Whole, of the Number Framework.  

Level Two > Number and Algebra

Te Rōrahi

Ko te kaupapa nei, he tirotiro i te tikanga o te rōrahi, he tātai i te rōrahi o te poro-tapawhā hāngai, he tirotiro hoki i te hononga o te rōrahi me te horahanga papa.

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Maori AOs: 
Taumata 4
Te Ine me te Āhuahanga (Te Ine)
Whāinga Paetae 1:
Ka whakaoti rapanga whaitake:
  • ka kōwhiri, ka whakamahi i te waeine e hāngai ana mō te roa, te horahanga, te rōrahi (kìtanga), te papatipu (taumaha), te paemahana, te koki me te wā;
  • ka whakawhitiwhiti waeine māmā;
  • ka whakamahi i ngā inenga tapa ki te whiriwhiri i te paenga me te horahanga o te tapawhā hāngai, me te rōrahi o te poro tapawhā hāngai;
  • ka tuhi, ka whakamārama, ka whakamahi hoki i ngā momo wātaka me ngā mahere;
  • ka mārama ki te whaitakenga o tētahi inenga.
Achievement Objectives:

Te Whakaari Raraunga

Ka tirohia te kauwhata rautō me te kauwhata tāhei.  Kia rua pea ngā rā mahi ki ia momo kauwhata, ā, kia kotahi te rā hei aromatawai, hei whakakapi i ngā mahi.

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Maori AOs: 

Taumata 3

Te Tauanga (Te Tūhuratanga Tauanga)
Whāinga Paetae 1:
Ka whai i ngā tikanga mō te tūhuratanga tauanga e whai wāhi mai ana
  • ka whakatakoto pātai;
  • ka kohikohi raraunga;
  • ka wehewehe raraunga;
  • ka hanga whakaari raraunga e whaitake ana;
  • ka whakaputa kōrero hei whakautu i te pātai i tūhuratia;
  • ka mārama ki ngā tikanga matatika e hāngai ana.
 
Whāinga Paetae 2:
Ka tautohu i ngā tauira me ngā ia e kitea mai ana i roto i tētahi huinga raraunga, i waenganui rānei i ētahi huinga raraunga.
 
Whāinga Paetae 3:
Ka arotake i te whaihua o ngā momo whakaari raraunga rerekē hei whakaatu i ngā hua o tētahi tūhuratanga tauanga.
Achievement Objectives:


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