A tapawha kua tautuhia ko te hua o tetahi tau kua whakareatia ki a ia ano (x2). Hei tauira, ko te tapawha o te 12 he 144 (te hua o te 12 nga wa 12).
Waihoki, He aha te tau kua whakareatia ki a ia ano ko te 9? Whakautu 7 • 7 • 7 = 73 Ka panuitia tenei “e whitu nga tapatoru.”
tauira | ||
---|---|---|
He raruraru | Kimihia . | |
= 9 | Whakaarohia, he aha te maha o nga wa e homai ana 81 ? 9 • 9 = 81 | |
Whakautu | = 9 |
He aha nga tapawha o te 6? Rarangi o nga Tapawha Tino
NUMBER | Tuhinga | KOREUTU pakiaka |
---|---|---|
3 | 9 | 1.732 |
4 | 16 | 2.000 |
5 | 25 | 2.236 |
6 | 36 | 2.449 |
• Noema 17, 2021
He aha te whakareatia ki a ia ano mo nga wa 24? Whakautu:-1 ka whakareatia kia 24 nga wa ka 1.
Tuarua Ka aha ina whakareatia e koe te tau ki te kore? Whakarea ki te Kore: Mo tetahi tau tuturu a , a⋅0=0 Ko te hua o tetahi tau me te 0 he 0. a ⋅ 0 = 0 Ko te hua o tetahi tau me te 0 he 0.
He aha te tau kia 3 nga wa e rite ana ki te 125?
Arā, ka kitea e te tātaitai pakiaka mataono te uara, ina whakareatia e ia kia 3 nga wa, ka hoatu te tau i timata ai koe. Hei tauira, ko te pakiaka mataono o te 125 he 5, no te mea ko te 5 wa 5 wa 5 he rite ki te 125.
Na he aha nga wa ka hoatu ki a koe te 100? hi, ko te whakautu 10 , na te mea ka whakareatia te 10 ki a ia ano ka 100 noa iho, katahi te tapawha 10 he 100.
He aha nga pakiaka tapawha katoa o te 81? √81=√(3×3)×(3×3)=3×3=9. √81=√(3×3)×(3×3)=√9×9=9.
Ko te 49 he tapawha tino pai?
Ma te opaki: Ina whakareatia e koe te tauoti (he tau "katoa", he tau pai, he kino, he kore ranei) nga wa ake, ka kiia te hua ka puta he tau tapawha, he tapawha tino tika ranei "he tapawha." Na, 0, 1, 4, 9, 16, 25, 36, 49, 64, 81, 100, 121, 144, me era atu, he katoa. tapawha tau.
He mataono tino tika te 9? Nō reira, ki te tangohia te pūtake mataono o te mataono tino tika, ka whiwhi tatou i te tau māori, ehara i te hautau. No reira, 3 √x = y. Hei tauira, ko te 8 he mataono tino tika na te mea 3 √8 = 2.
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Rarangi o nga Mataono Tino 1 ki te 50.
Tau (x) | Whakareatia kia toru nga wa i a ia ano | Mataono (x 3 ) |
---|---|---|
7 | 7 × 7 × 7 | 343 |
8 | 8 × 8 × 8 | 512 |
9 | 9 × 9 × 9 | 729 |
10 | 10 × 10 × 10 | 1000 |
• Akuhata 25, 2020
He aha te tapawha o te 9?
Ko te putake tapawha o 9 ko 3 . Ko te otinga pai o te whārite x 2 = 9. Ko te nama 9 he tapawha tino pai.
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Root Tapawha o te 9 i roto i te ahua tuwhena: √9.
1. | He aha te Root Tapawha o te 9? |
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4. | FAQs i runga i te Root Tapawha o 9 |
E hia te kaute i te pangarau? Ko te 'piro' he roopu o 20 (he maha nga wa e whakamahia ngatahi ana ki te tau matua, ara waru tekau ki te 80), engari he maha tonu te waa (hei tauira te upoko o te niupepa "Nga Tau o Nga Taangata Koorangi i Whakaekehia ki Manila").
Na wai i hanga te 0?
Ko te taurite hou o te tau kore i ahu mai he tohunga matakite me te tohunga pāngarau a Brahmagupta i te 628. Ko tana tohu ki te whakaatu i te tatauranga he ira i raro i te nama.
He aha te ture Bodmas i te pangarau?
Ko te ture Bodmas e whai ana i te raupapa o te kupu whakapoto a BODMAS ie B – Taiapa, O – Te raupapa o nga mana me nga pakiaka, D – Wehewehenga, M – Whakarea A – Tāpiritanga, me S – Tangohanga. Ko te ture BODMAS e kii ana ko nga korero pangarau me nga kaiwhakahaere maha me whakaoti mai i te maui ki te taha matau i roto i te raupapa o te BODMAS.
Ka taea e koe te whakareatia te mutunga kore ki te 0? Whakautu Taketake: He aha te kore wa mutungakore? Mena kei te whakaaro koe mo te mutunga kore hei tau, na kore wa mutunga kore i te tautuhi. Ka kitea e koe he NaN, “ehara i te tau”, i runga rorohiko. Mena kei te whakaaro koe he ahua o te tepe, he ahua kore tau, karekau pea te rohe.
He aha te mataono o te 6? Ko te pakiaka mataono o te 6 ka whakaatuhia hei ∛6 i te ahua tuwhena me te rite (6) ⅓ pe (6) 0 . 33 i roto i te ahua taupū.
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Puka mataono o te 6 i te Puka Tutoro: ∛6.
1. | He aha te Root Cube o te 6? |
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3. | Ko te Roopu Kapu o te 6 Koretake? |
4. | FAQs kei te Root Cube o 6 |
Me pehea te whakaoti i te pakiaka 8?
Ko te pakiaka tapawha o te 8 i roto i te ahua tuwhena ka tohuhia hei √8 he rite ano ki te 2√2 me te hautau, he rite ki te 2.828 āwhiwhiwhi:
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Ripanga Putake tapawha Mai i te 1 ki te 15.
tau | Tuhinga | Putake Tapawha (Ki te 3 nga waahi o te ira) |
---|---|---|
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 |
E hia nga taima i te 289? He aha te tau i whakareatia ki a ia ano he 289? Ko te whakautu ka whiwhi tatou i te tapawha 17 he 289. Ko te 289 he tapawha tino tika.
He aha te tau e rite ana ki te 8 ina tapatapahia?
2 ko te tau e rite ana ki te 8 ina tapatapahia.
He aha te tapawha e rite ana ki te 225? Koia te otinga pai o te whārite x 2 = 225. Ko te nama 225 he tapawha tino pai.
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Root Tapawha o te 225 i roto i te ahua tuwhena: √225.
1. | He aha te Root Tapawha o te 225? |
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2. | Ko te Root Tapawha o te 225 Whakataurite he Whakautu Noa ranei? |
3. | Me pehea te rapu i te Root Tapawha o te 225? |
He aha te tau tapawha o te 900?
Na, ko te putake tapawha o 900 te 30.
He aha te pūtake tapawhā ki te 49? Kimihia te pakiaka tapawha. Ko te √49 e tohu ana i te pakiaka tapawha pai o te 49 . I te mea ko te 7×7 te 49, √49=7 .