Ko ngā mahi i konei, he tūhura i tēnei mea te tūponotanga. Ka whakamahia te hautau hei whakaatu tūponotanga, ka tirohia ētahi kēmu tūponotanga, ka tuhia hoki he hoahoa rākau.
He mataono tau
He pouaka
He uka
He pōria (kia whā pea ngā tae rerekē)
hoahoa rākau | tree diagram |
mataono tau | number dice |
matapōkere | random |
pīrori | roll (a dice, or a ball) |
piu | toss/throw |
pōria | bead |
tōkeke | fair |
tūponotanga | chance |
uka | coin |
whakamātau | trial |
Hei Tīmatanga
Whakaurua kia whā ngā pōria (kia rerekē ngā tae o tēnā o tēnā) ki te pouaka, ka matapaki anō ai i ngā pātai. Kia pēnā anō hoki mō ngā pōria e toru.
- Tuhia ngā tau 1-4 ki runga kāri paku (arā, te ‘1’ ki tētahi kāri, te ‘2’ ki tētahi, te toru ki tētahi, me te ‘4’ ki tētahi.
- Raua atu ngā kāri ki tētahi pouaka.
- Tangohia matapōkerehia kia rua ngā kāri.
- I mua i te tangotango kāri, mā ngā tamariki e tuhi he aha (ki ō rātou whakaaro) te tau tuatahi ka puta, he aha te tau tuarua.
- Mehemea e tika ana ngā tau e rua ka kōwhiria e rātou me te raupapa o aua tau, he 10 te whiwhinga.
- Mehemea e tika ana tētahi o ngā tau i kōwhiria me te raupapa o taua tau, he 5 te whiwhinga.
- Kāore he whiwhinga mō ētahi atu kōwhiringa.
Hei tauira.
te tau tuatahi | te tau tuarua | te whiwhinga | |
te tangohanga i puta | 3 | 2 | |
te kōwhiringa a Hine | 3 | 2 | 10 |
te kōwhiringa a Tama | 1 | 2 | 5 |
te kōwhiringa a Manahi | 2 | 3 | 0 |
Hoatu tētahi whārangi ki ia ākonga hei tuhi māna i tana kōwhiringa mō ngā tau ka puta i ngā tangohanga 10, me tana whiwhinga. Kia pēnei te whārangi:
te tau tuatahi te tau tuarua te kōwhiringa a Tama 3 2 te tangohanga te whiwhinga 1 2 3 4 5 6 7 8 9 10 TAPEKE Tukuna mā tētahi e tango ngā tau i te pouaka, ka karanga i ngā tau ka puta. Ka tuhi ngā tamariki i ngā tau ki ā rātou whārangi, me ngā whiwhinga ki te taha. Ka tapekehia ngā whiwhinga.
Kia rua, kia toru pea ngā tākaro i tēnei kēmu tūponotanga.
Mēnā e rua ngā piunga uka, e pēnei ana te āhua o te hoahoa rākau:
Matapakihia te tūponotanga o ia putanga. Koia nei ētahi pātai:
He aha te tūponotanga ka puta he upoko i te piunga tuatahi?
- He aha te tūponotanga ka puta he whiore i te piunga tuarua?
- He aha te tūponotanga ka puta ngā upoko e rua?
- He aha te tūponotanga ka puta ngā whiore e rua?
- He aha te tūponotanga ka puta tētahi whiore me tētahi upoko?
- He aha te tūponotanga ka puta he whiore i te piunga tuatahi me he upoko i te whiunga tuarua?
- He aha te tūponotanga ka puta ngā upoko e rua, ngā whiore e rua rānei?
Mā ngā tamariki e tuhi tētahi hoahoa rākau hei whakaatu i ngā putanga o te kēmu tūponotanga. E tika ana kia pēnei te āhua:
Me āta matapaki te hoahoa rākau. Koia nei ētahi pātai:
- E hia katoa ngā putanga e taea ana i te tangohanga tuatahi?
- He ōrite te tūponotanga o ia putanga?
- He aha te tūponotanga o ia putanga i te tangohanga tuatahi?
- E hia katoa ngā putanga e taea ana i te tangohanga tuarua?
- He ōrite te tūponotanga o ia putanga?
- He aha te tūponotanga o ia putanga i te tangohanga tuarua?
- E hia katoa ngā putanga e taea ana mō ngā tangohanga e rua?
- He ōrite te tūponotanga o ia putanga?
- He aha te tūponotanga o ia putanga mō ngā tangohanga e rua?
Printed from https://nzmaths.co.nz/resource/he-kemu-tuponotanga at 2:50pm on the 19th April 2024