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Algebraic Expressions Basics

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Ngā Kīanga Taurangi

Algebraic expressions illustration

📚 1: Ngā wāhanga rerekē o ngā kīanga taurangi

1. I roto i te kīanga 5x + 3, he aha te tau whakarea o x?
  

3

5

x

8

2. Ko tēhea o ēnei he taurangi 7y - 4?

7

y

4

11

3. I te kīanga 2a + 6b - 9, ko tēhea te tau pūmau?

2

6

-9

a

4. Ko ēhea o ēnei he taurangi tairite 4m + 8n - 12?

4m and 8n

8n and -12

Karekau he taurangi tairite

4m and -12

✏️ 2: Whakarūna i ngā kīanga

5. Whakarūnahia: 3x + 5x

Whakautu: ___________

6. Whakarūnahia: 7y + 2 + 3y - 1
7. Whakarūnahia: 4a + 6b + 2a - 3b
8. Tuhia mai tētahi kīanga: "Three times a number plus seven Toru whakarea"

Mēna kua tohua te nama e te taurangi n, he aha te kīanga: ___________

🌟3: Te Ao Mārama

9. He $x te utu mō tētahi huakiwi kotahi. Tuhia tētahi tauākī hei whakaatu i te utu mō te hoko huakiwi e rima me tētahi pēke $3
10. He whakapiri tā Hine. Ka hoatu e tōna tungāne kia 8 anō ngā whakapiri ki a ia, kātahi ka hoatu e Hine kia 3 whakapiri ki tētahi atu. Mēnā i tīmata a Hine me ngā whakapiri e s, tuhia tētahi kīanga hei whakaatu i te maha o āna whakapiri ināianei.
11. He (2x + 5) mita te roa o tētahi tapawhā roa, ā, he (x − 1) mita te whānui. Whakamāramatia te tikanga o ia wāhanga o ēnei kīanga i tētahi āhuatanga tūturu.
12. Waihangatia tētahi āhuatanga tūturu ka taea te whakaatu mā te kīanga 4y + 15.

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