Mai ka 1 a hiki i ka 100, nā kumu cube o 1, 8, 27 a me 64 He mau helu holoʻokoʻa (kūpono), aʻo nā kumu kūpikipiki o 2, 3, 4, 5, 6, 7, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, …
Penei, Pehea e loaa ai ia oe ke kumu huinahalike o 3? No laila, no ka loaʻa ʻana o ke kumu huinahalike o 3, pono mākou e hoʻoholo i kahi helu, a ke hoʻonui ʻia ʻekolu manawa, e hāʻawi i ka helu 3, e like me x 3 = 3 a i ʻole x = 3 √3.
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Papa inoa Cube Root.
Number | Aʻa kolo ∛a |
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3 | 1.442 |
4 | 1.587 |
5 | 1.710 |
6 | 1.817 |
He aha nā aʻa huikau o 1000? ʻO ka waiwai o ke kumu huipu o 1000 10.
Eia hou, He aha ka pahupahu o 1 a 30? Ma waena o 1 a 30, nā helu 2, 4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24, 26, 28, 30 he mau huina huinahalike like a me 1, 3, 5, 7, 9, 11, 13, 15, 17, 19, 21, 23, 25, 27, 29 he mau huina huinahalike.
He aha ka huinakolu o 95? Hiki ke hōʻike ʻia ke kumu cube o 95 3√95. He 95 ka waiwai o ke kumu huinakolu o kekahi. He 64 ka huinahalike pono mua kokoke loa, a he 125 ka huinahalike pili loa. Hiki ke hōʻike ʻia ke kumu kūpikipiki o 95 me 3√95.
Pehea e loaa ai ke kumu huinahalike o 144?
He aha ka mole square o 144?
- ʻO ke kumu huinahā like o ka helu, ʻo ia ka helu (integer) i hoʻonui ʻia iā ia iho e loaʻa i ka helu kumu.
- 144 = a × a = 12 2
- A laila a = √144 = √(12 × 12)
- 12 × 12 = 144 a i ʻole -12 × -12 = 144.
- ʻO ke kumu huinahalike o 144 he +12 a i ʻole -12.
- Hōʻike kēia i ka 144 he huinahā kūpono.
Pehea ʻoe e ʻike ai i ke kumu huipu o 216? ʻO ke kumu huinahalike o 216 ka helu i hoʻonui ʻia iā ia iho i ʻekolu manawa e hāʻawi i ka huina hoonui me 216. No ka mea, hiki ke hōʻike ʻia ka 216 ma ke ʻano he 2 × 2 × 2 × 3 × 3 × 3. No laila, ʻo ke kumu huipu o 216 = ∛(2 × 2 × 2 × 3 × 3 × 3) = 6.
He aha ke kumu 5 o ka huinahalike o 264? ʻO ke kumu huinahalike o 264 he 16.248076809272. ʻO ke kumu huinahalike o 264 ʻo 6.4150686599917. ʻO ke kumu ʻehā o 264 ʻo 4.0308903246394 a ʻo ke kumu ʻelima o 3.0501471050777.
He aha ka pahu o 750?
ʻO ka helu kumu nui o 750 he 2 × 3 × 5 × 5 × 5, no laila, ua hōʻike ʻia ke kumu kūpikipiki o 750 ma kona ʻano ʻano hoʻokalakupua haʻahaʻa loa. 5 ∛6 .
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Puka Cube o 750.
1. | He aha ke kumu o ka Cube o 750? |
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2. | Pehea e helu ai i ka mole Cube o 750? |
3. | ʻO ka Root Cube o 750 Irrational? |
4. | Nā Nīnau ma Cube Root o 750 |
He aha ka 64 cube i aʻa? No ka mea, he huina holookoa ka mole huinakolu o 64, he huina kupono ia 64.
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ʻO ke kumu o ka pahu pahu o 64 ma ke ʻano radical: ∛64.
1. | He aha ke kumu o ka Cube o 64? |
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3. | ʻO ka Root Cube o 64 Irrational? |
4. | Nā Nīnau ma Cube Root o 64 |
He aha ke kumu paʻa o 8000?
No laila, ʻo ke kumu huipu o 8000 20.
He aha ka huinahā o ka 1 a i ka 50? Helu Cube mai 1 a 100
Number | Kuhu |
---|---|
47 | 103823 |
48 | 110592 |
49 | 117649 |
50 | 125000 |
• Iune 4, 2020
He kiaha kūpono 3087 paha?
ʻO ka wehewehe ʻanuʻu ʻana: ʻo 3 ka helu liʻiliʻi loa e puunaue ai i ka 3087 ʻO ka quotient he pahu kupa kūpono. No ka mea, ʻaʻole ʻekolu ʻekolu ka helu 3, no laila pono mākou e hoʻonui i ka 3087 me ka 3 i lilo ia i pahu kūʻai kūpono.
He aha ka pahu o 67?
Hiki ke hōʻike ʻia ke kumu cube o 67 3√67. He 67 ka waiwai o ke kumu huinakolu o kekahi. He 64 ka huinahalike pono mua kokoke loa, a he 125 ka huinahalike pili loa. Hiki ke hōʻike ʻia ke kumu kūpikipiki o 67 me 3√67.
ʻO 614125 kahi pahu kupa kūpono? ʻO 614125 ka mea i ʻōlelo ʻia he a kiwikā maikaʻi no ka mea, ua like ka 85 x 85 x 85 me 614125. No ka mea, he huina holookoa ka 614125, he huinaha kupono ia. ʻO 592704 ka pahu kuʻi kūpono mua loa a ʻo ka pahu kuʻi kūpono kokoke loa ʻo 636056.
He aha ke kumu cube o 512 ma ke ʻano kumu hoʻohui kumu? No laila, ʻo ke kumu kūpikipiki o 512 ma ka helu kumu kumu (2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × 2 × XNUMX)1/3 = 8.
He helu kuhi ka 96?
ʻO ka 96 kahi pahu kupa kūpono? Hāʻawi ka helu 96 ma ka helu kumu kumu i ka 2 × 2 × 2 × 2 × 2 × 3. Eia, ʻaʻole ʻo ka helu kumu 2 i ka mana o 3. No laila, ʻaʻole kūpono ke kumu kūpikipiki o 96, no laila. ʻAʻole ʻo 96 he pahu kiʻo kūpono.
Pehea e loaa ai ke kumu huinahalike o 625? ʻO ke kumu huinahalike o 625 he 25. ʻO ia ka hopena maikaʻi o ka hoohalike x 2 = 625 . He huinaha kupono ka helu 625.
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Root Square o 625 i ke ʻano radical: √625.
1. | He aha ka mole square o 625? |
---|---|
2. | ʻO Root Kālā o 625 Pono a Kūpono paha? |
3. | Pehea e loaʻa ai ka mole square o 625? |
4. | Nā FAQs ma Root Square o 625 |
He aha ka waiwai o ke aʻa 145?
Mai ke kaʻina mahele lōʻihi ma luna, ua hiki iā mākou ke hoʻoholo i ke kumu huinahā o 145 12.041.
Pehea e loaa ai ke kumu huinahalike o 441? Pehea e loaʻa ai ka mole square o 441?
- E hoʻoholo i ka helu kumu o 441. 441 = 3 × 3 × 7 × 7. 441 = 3 2 ×7 2
- E hui pālua i nā kumu nui o 441. 441 = 3 2 ×7 2
- E koho i hoʻokahi helu mai kēlā me kēia pālua a hiki ke kākau ʻia ke kumu huinahalike o 441 penei: √441 = √(3 2 ×7 2 ) √441 = √(3 × 7) 2 √441 = ((3 × 7) 2 ) 1 / 2 = ±(3 × 7) √441 = ±21.
He aha ka pahu o 343?
ʻO ka waiwai o ke kumu huipu o 343 he 7.
He aha ka huinakolu o 300? ʻO ka helu kumu nui o 300 he 2 × 2 × 3 × 5 × 5, no laila, ua hōʻike ʻia ke kumu kūpikipiki o 300 ma kona ʻano radical haʻahaʻa loa. 300 .
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Aʻa Cube o 300 i Radical Form: ∛300.
1. | He aha ke kumu o ka Cube o 300? |
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2. | Pehea e helu ai i ka mole Cube o 300? |
3. | ʻO ka Root Cube o 300 Irrational? |
4. | Nā Nīnau ma Cube Root o 300 |
He aha ka huinaha huinahalike o 343?
E like me ke aʻa o ka cube o 343 kahi helu holoʻokoʻa, he kupa kūpono he 343.
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ʻO ke kumu o ka pahu pahu o 343 ma ke ʻano radical: ∛343.
1. | He aha ke kumu o ka Cube o 343? |
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2. | Pehea e helu ai i ka mole Cube o 343? |
3. | ʻO ka Root Cube o 343 Irrational? |