🌊 Wāhanga 1: Whakarite Kupu - Te Pānga o Tangaroa

1. Whakaritea ngā kupu taurangi i te Reo Māori ki te reo Pākehā. Tūhonohia mā te rārangi.

Taurangi

Whakarahi

Wāhanga

Āhua

Patene

Tauākī

Pattern

Algebra

Equation

Factorise

Expand

Gradient/Slope

2. Ko te kupu Māori e whakaahua ana i te pātea o ngā ngaru moana i te wā e piki ana?

Taupū (Coefficient)

Āhua (Gradient)

Tūnga-ā-y (Y-intercept)

Tauira (Pattern)

3. Tīpakohia ngā kupu e pā ana ki te whakarerekē i ngā whakaritenga taurangi:

Whakarahi (Expand)

Wāhanga (Factorise)

Whakakē (Rearrange)

Tangaroa

📝 Wāhanga 2: Pūranga i ngā Rārangi - Ngā Patene Ngaru Moana

4. Whakakī te kowae nei ki ngā kupu e tika ana:

I te tirotiro i ngā teitei ngaru i te whenua o Tangaroa, ka whakamahi mātou i te _____________ hei whakaahua i ngā hononga pāngarau. Hei whakarerekē i te whakaritenga pērā i te 3(x + 2) ki te 3x + 6, ka _____________ mātou. Ko te pātea o te ngaru ka taea te whakaahua e _____________, i te mea ko te āhua o ngā tai e whakaatu ana i te _____________ mārama.

Pūnaha kupu: taurangi, whakarahi, āhua, tauira

5. Tuhia te kupu Māori mō ia tikanga pāngarau:

a) Hei whakarerekē i te 6x + 12 ki te 6(x + 2): _____________

b) Hei whakakapi i te x ki te 5 i te whakaritenga 2x + 3: _____________

c) Hei whakarerekē i te y = 2x + 1 ki te x = (y-1)/2: _____________

d) He tauākī e whai ana i te mana teitei o 2: Tauwhāiti _____________

🤔 Wāhanga 3: Ngā Hononga Ahurea

6. Whakamārama mai me pēhea e hono ana ngā tauira moana o Atua Tangaroa ki te taurangi. Whakamahia ngā kupu taurangi Māori e toru i tō whakautu.

7. Waihangatia he whārite (equation) māmā e taea ana te tauira i te teitei ngaru i te wā, ā, whakamāramatia he aha te tikanga o ia wāhanga i te moana o Tangaroa:

8. He aha te mea nui ki te ako i ngā kaupapa pāngarau i raro i ngā tirohanga o Te Ao Māori pērā i a Tangaroa?