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Nā Nīnau Kuʻi Kiʻekiʻe Matematika

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He kuʻina makemakika e uhi ana i nā derivatives, palena, trigonometry, congruence, continuity, logarithms, asymptotes, factoring, a me ka mahele o nā polynomials e pili ana i nā haumāna kula kiʻekiʻe.

Māhele
kaiaulu Hōʻike Nā mea hau hau

Paheʻe (18)

1 -

2 -

ʻEhia ka waiwai o $1000 ma hope o 2 mau makahiki ma 5% o ka ukupanee hui makahiki?

3 -

Inā pālua ka heluna kanaka i kēlā me kēia 3 makahiki a hoʻomaka i ka 100, he aha ia ma hope o 9 mau makahiki?

4 -

Huina x² - 5x + 6

5 -

E hoʻoholo i ka x² - 4x + 3 = 0 me ka hoʻohana ʻana i ka huinahāhāhā, x = ?

6 -

He aha ke kumukānāwai congruence e hōʻoiaʻiʻo ana ua hui like kēia mau huinakolu inā ua like nā ʻaoʻao ʻelua a me ka huina i hoʻohui ʻia?

7 -

Inā ʻoki ʻia nā kaha like ʻelua e ka transversal, he aha ka pilina ma waena o nā kihi kūloko?

8 -

Ma ka huinakolu pololei, ina he 3 ka aoao ku e a he 5 ka hypotenuse, heaha ka hewa θ?

9 -

Inā cos θ = 1/2, he aha ka θ ma ka huinahā mua?

10 -

E puunaue i ka x³ - 2x² + x - 2 me (x - 2)

11 -

He aha nā asymptotes kū pololei o f(x) = 1/(x² - 4)?

12 -

Hoʻoholo i ka log₂(x) = 3. x = ?

13 -

E hoʻomaʻamaʻa i ka log(100) + log(10)

14 -

He aha ka lim(x→2) (x² - 4)/(x - 2)?

15 -

ʻO f(x) = |x| mau ma x = 0?

16 -

He aha ka huahelu o f(x) = 3x² + 2x - 1?

17 -

E huli i ka huahelu o f(x) = (2x + 1)³

18 -

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