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Te Papakupu o Te Marautanga o Aotearoa
Ngā Wāhanga Ako: Te Reo Matatini, Ngā Toi, Pāngarau, Pūtaiao, Hangarau, Tikanga ā-Iwi, Hauora
Ko te pūwāhi e pūtahi ai te rārangi o tētahi kauwhata me te tuaka-y, te tuaka-x rānei.
The point where a line graph intersects the x or y axis.
Tohua mai ngā haukoti o te kauwhata.
Ki hea haukoti ai i te tuaka-y?
Ko te y = mx + h te āhua o te whārite whānui mō tētahi kauwhata rārangi torotika. Ko te ‘h’ e tohu ana i te haukotinga o te tuaka-y.
E rua ngā haukotinga e whakaaturia ana i te kauwhata rārangi nei:
I roto i te whārite nei y = 2x + 1, ko te ‘2’ e tohu ana i te rōnaki o te rārangi, ko te ‘1’ e tohu ana i te haukotinga o te tuaka-y. Ka kīia he whārite rārangi te y = 2x + 1 nā te mea he rārangi torotika tōna kauwhata:
Anei anō ētahi tauira:
y =1/2 x + 2 (rōnaki = 1/2 , haukotinga-y = 2)
y = −2x – 1 (rōnaki = −2, haukotinga-y = −1)