A kikohā ua wehewehe ʻia ʻo ia ka huahana o kekahi helu i hoʻonui ʻia iā ia iho (x2). No ka laʻana, ʻo ka huinahā o 12 he 144 (ka hua o 12 manawa 12).
Pēlā nō, He aha ka helu i hoʻonui ʻia iā ia iho he 9? Pane 7 • 7 • 7 = 73 Heluhelu ia keia “ehiku cubed.”
la'ana | ||
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Kapu | Huli . | |
= 9 | E noʻonoʻo, he aha nā manawa i hāʻawi ʻia 81 ? 9 • 9 = 81 | |
pane | = 9 |
He aha nā huinahā o 6? Papa inoa o na huinaha hemolele
NUMBER | NĀ KULA | MOKUAHI MAU KUPU |
---|---|---|
3 | 9 | 1.732 |
4 | 16 | 2.000 |
5 | 25 | 2.236 |
6 | 36 | 2.449 |
• Nov 17, 2021
He aha ka mea i hoonui ia ia iho no 24 manawa? Pane:-1 ke hoonui ia ia iho he 24 manawa haawi 1.
ʻO ka lua He aha ka hopena ke hoʻonui ʻoe i kahi helu me ka ʻole? Hoonui me Zero: No kekahi helu maoli a , a⋅0=0 Ka huahelu o kekahi helu a me 0 0. a ⋅ 0 = 0 ʻO ka huahelu o kekahi helu a he 0 ka 0.
He aha nā helu iā ia iho 3 mau manawa e like me 125?
Ma nā huaʻōlelo ʻē aʻe, ʻike ʻia kahi helu kumu cube i ka waiwai i hoʻonui ʻia iā ia iho 3 manawa, hāʻawi i ka helu āu i hoʻomaka ai. Eia kekahi laʻana, ʻo ke kumu kūpikipiki o 125 5, no ka mea, 5 manawa 5 manawa 5 like 125.
a laila ʻEhia mau manawa hāʻawi iā ʻoe i 100? aloha, ka pane 10 , no ka mea, ke hoonui ka 10 ia ia iho e haawi wale ia oe i 100, he 10 ka huinaha 100.
He aha na kumu huinahalike a pau o 81? √81=√(3×3)×(3×3)=3×3=9. √81=√(3×3)×(3×3)=√9×9=9.
He huinaha kupono anei ka 49?
Me ka ʻike ʻole: Ke hoʻonui ʻoe i ka integer (kahi helu "holoʻokoʻa", maikaʻi, ʻino a i ʻole ʻole) mau manawa ponoʻī, kapa ʻia ka hua i loaʻa he huinahā huinahā, a i ʻole he huinahā kūpono a i ʻole "he huinaha." No laila, 0, 1, 4, 9, 16, 25, 36, 49, 64, 81, 100, 121, 144, a pēlā aku, pau kikohā helu.
ʻO 9 kahi pahu kuʻi kūpono? No laila, inā e lawe kākou i ke aʻa pahupaʻa o kahi pahu kūʻai kūpono, loaʻa iā kākou ka helu maoli ʻaʻole ka hakina. No laila, 3 √x = y. No ka laʻana, ʻo 8 kahi pahu kuʻi kūpono no ka mea 3 √8 = 2.
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Ka papa inoa o nā Cubes Pono 1 a 50.
Helu (x) | Hoʻonui ʻekolu mau manawa iā ia iho | Nā Kiʻi (x 3 ) |
---|---|---|
7 | 7 × 7 × 7 | 343 |
8 | 8 × 8 × 8 | 512 |
9 | 9 × 9 × 9 | 729 |
10 | 10 × 10 × 10 | 1000 |
• ʻAukake 25, 2020
He aha ka huinahalike o 9?
O ke kumu huinahalike o 9 3 . ʻO ia ka hopena maikaʻi o ka hoʻohālikelike x 2 = 9. He huinahā kaulike ka helu 9.
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Root Square o 9 i ke ʻano radical: √9.
1. | He aha ka mole square o 9? |
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4. | Nā FAQs ma Root Square o 9 |
Ehia ka helu ma ka makemakika? 'O ka 'helu' he hui ia o 20 (hoʻohana pinepine ʻia me ka helu cardinal, ʻo ia hoʻi, kanawalu i ke ʻano he 80), akā hoʻohana pinepine ʻia ma ke ʻano he helu pau ʻole (e laʻa me ke poʻomanaʻo o ka nūpepa "He Scores of Typhoon Survivors Flown to Manila").
Na wai i hoʻokumu i 0?
Noʻu ka helu like mua o ka helu zero he mea kilokilo Hindu a me ka makemakika Brahmagupta i 628. ʻO kāna hōʻailona e hōʻike i ka helu helu kahi kiko ma lalo o kahi helu.
He aha ke kānāwai Bodmas ma ka makemakika?
Hoʻopili ka lula Bodmas i ke kauoha o ka acronym BODMAS ie B – Brackets, O – Papa o nā mana a i ʻole nā aʻa, D – Māhele, M – Hoʻonui A – Pākuʻi, a me S – Hoʻoemi.. Wahi a ka lula BODMAS, pono e hoʻoholo ʻia nā ʻōlelo makemakika me nā mea hoʻohana lehulehu mai ka hema a i ka ʻākau ma ke ʻano o BODMAS.
Hiki iā ʻoe ke hoʻonui i ka infinity me ka 0? Pane mua: He aha ka zero times infinity? Inā ʻoe e noʻonoʻo nei i ka infinity ma ke ʻano he helu, a laila ʻAʻole i wehewehe ʻia ka palena palena ʻole. E ʻike pinepine ʻoe i hāʻawi ʻia ʻo NaN, "ʻaʻole helu", ma ke kamepiula. Inā ʻoe e noʻonoʻo nei ma ke ʻano he ʻano palena, he ʻano paʻa ʻole ia, a hiki a ʻaʻole paha ka palena.
He aha ka pahupaʻi o 6? Ua hōʻike ʻia ke kumu kūpikipiki o 6 ma ke ʻano he ∛6 ma ke ʻano radical a me as (6) ⅓ aiʻole (6) 0 . 33 i ka palapala exponent.
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Aʻa Cube o 6 i Radical Form: ∛6.
1. | He aha ke kumu o ka Cube o 6? |
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3. | ʻO ka Root Cube o 6 Irrational? |
4. | Nā Nīnau ma Cube Root o 6 |
Pehea ʻoe e hoʻoponopono ai i ke kumu 8?
Hōʻike ʻia ke kumu huinahalike o 8 ma ke ʻano radical √8 i like pū me 2√2 a ma ke ʻano he hakina, ua like ia me 2.828 ʻaneʻane.
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Pākaukau kumu huinahā mai ka 1 a hiki i ka 15.
Number | Nā Squares | Aʻa Kūhāhā (A hiki i 3 mau wahi decimal) |
---|---|---|
6 | 6 2 = 36 | √6 = 2.449 |
7 | 7 2 = 49 | √7 = 2.646 |
8 | 8 2 = 64 | √8 = 2.828 |
9 | 9 2 = 81 | √9 = 3.000 |
He aha ka helu ana o 289? He aha ka huina i hoonui ia ia iho me 289? ʻO ka pane i loaʻa iā mākou ma ka hoʻohālikelike ʻana 17 he 289. He huinaha kupono keia i ka 289.
He aha ka huina i like me 8 ke hookui ia?
2 ʻo ia ka helu i hoʻopaʻa ʻia i ka 8.
He aha ka huinahā like 225? ʻO ia ka hopena maikaʻi o ka hoohalike x 2 = 225. He huinahā kaulike ka helu 225.
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Root Square o 225 i ke ʻano radical: √225.
1. | He aha ka mole square o 225? |
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2. | ʻO Root Kālā o 225 Pono a Kūpono paha? |
3. | Pehea e loaʻa ai ka mole square o 225? |
He aha ka helu huinahalike o 900?
No laila, ke aʻa huinahā o 900 ʻo ia 30.
He aha ke kumu huinahalike i ka 49? E huli i ke kumu huinahalike. Hōʻike ka √49 i ke kumu huinahā kūpono o 49 . No ka mea he 7 ka 7×49, √49 = 7 .