Inā ʻoe e hoʻolālā ana i kahi papahana kūkulu hale a i ʻole pono ʻoe e hōʻoia i ka pololei kūpono o kāu lako, ʻike pehea e loaa ai ka huinahalike kupono mea nui. ʻOiai he mea paʻakikī paha ia i ka wā mua, me nā ʻanuʻu kūpono a me nā mea hana kūpono, hiki i kekahi ke hoʻokō i ka pololei pololei a me ka alignment. Ma kēia ʻatikala, e alakaʻi mākou iā ʻoe ma nā ʻanuʻu e pono ai e hoʻokō i kahi square kūpono, no laila hiki iā ʻoe ke hoʻokō i kāu mau papahana DIY me ka hilinaʻi a me ka pololei.

- Kaʻanuʻu ma ka ʻanuʻu ➡️ Pehea e loaʻa ai kahi huina kūpono?

• KaʻAnuʻu Hana 1: E hoʻomaka i ka hōʻiliʻili ʻana i nā mea pono: kahi lula lōʻihi, penikala, kahi pālahalaha, a me kahi ʻāpana a i ʻole bevel.
• KaʻAnuʻu Hana 2: ⁢ E kau i ka lula lōʻihi ma ka ʻili palahalaha i pololei loa.
• KaʻAnuʻu Hana 3: E lawe i ka bevel a i ʻole ka huinahā a hui pū me ka lula lōʻihi, me ka ʻike pono aia ma nā kihi ʻākau i ka ruler.
• KaʻAnuʻu Hana 4: E hoʻohana i ka penikala e kaha i ka laina ma ka ʻaoʻao o ka bevel a i ʻole ka huinahā, e hōʻoia i ka pololei a ʻike maopopo ʻia ka laina.
• KaʻAnuʻu Hana 5: E nānā i ke kihi i hana ʻia e ka lula lōʻihi a me ka bevel he huinahā kūpono, me ka protractor inā pono.
• KaʻAnuʻu Hana 6: E nānā i ka pololei o ka huinahā ma ke ana ʻana i ka mamao ma waena o nā ʻaoʻao ʻelua i hana ʻia e ka lula lōʻihi a me ka bevel. Pono lākou e like.

Me kēia mau ʻanuʻu maʻalahi, hiki iā ʻoe ke aʻo pehea e loaa ai ka huinahalike kupono i kekahi hana kamana, DIY a i ʻole hana kūkulu ʻia āu e hana ai.

Nīnau a me nā Pane

¿Cómo sacar una escuadra perfecta?

1. He aha ka huinahalike a no ke aha ia?

ʻO ka huinahā he mea ana i hoʻohana ʻia no ka hoʻoholo ʻana i nā kihi ʻākau a i ʻole 90-degere ma ke kūkulu ʻana a i ʻole nā ​​hana kamana.

2. He aha nā mea pono e hana ai i kahi huinahā kūpono?

No ka loaʻa ʻana o kahi huinaha kūpono e pono ai ʻoe i kahi penikala, kahi lula a i ʻole ana lipine, a me kahi papa lāʻau a i ʻole ka ʻōpala.

3. He aha ke ala kūpono loa e loaʻa ai ka huinahā kūpono?

ʻO ke ala maikaʻi loa e "loaʻa i kahi huinaha kūpono" ʻo ia ka hoʻohana ʻana i ka theorem Pythagorean a me ke ʻano 3-4-5.

4. Pehea ka hoohana ana o ka Pythagorean theorem e imi i ka huinaha kupono?

No ka hoʻohana ʻana i ka theorem Pythagorean, pono ʻoe e ana i 3 mau ʻāpana ma kekahi ʻaoʻao a me 4 ʻāpana ma kekahi. A laila, pono e ana ka diagonal ma waena o nā ⁤hopena o kēia mau ana i 5 ʻāpana.

5. He aha ke ʻano 3-4-5 e loaʻa ai kahi hui kūpono?

ʻO ke ʻano 3-4-5 ke ana ʻana i 3 mau ʻāpana ma kekahi ʻaoʻao, 4 ʻāpana ma kekahi ʻaoʻao, a laila e kaha i kēia mamao me kahi diagonal e ana i 5 mau ʻāpana e hana i kahi kihi ʻākau.

6. Pehea ʻoe e hoʻohana ai i ka ruler⁢ a me ka penikala e loaʻa ai ka huinahā kūpono?

E hoʻohana i ka lula no ke ana ʻana i ka mamao o nā ʻāpana 3 a me 4 ma nā ʻaoʻao o ke kaula lāʻau a i ʻole ka papa. A laila, e kaha i kēia mau kiko me ka penikala.

7. Heaha ke ano o ka huinaha kupono?

ʻO kahi huinahā kūpono kahi i hana ʻia i kahi kihi ʻākau pololei o 90 degere, me ka ʻole o nā kuhi a i ʻole nā ​​hewa.

8. Pehea ʻoe e hōʻoia ai i ka pololei o ka huinahā?

No ka hōʻoia ʻana i ka pololei o ka huinahā, e hoʻohana i ka huinahalike metala a i ʻole ka ʻāpana kamana e hoʻohālikelike i nā kihi i hana ʻia a e hōʻoia i ka pololei.

9. He aha ke koʻikoʻi o ka loaʻa ʻana o kahi huinahā kūpono i nā papahana kūkulu?

He mea koʻikoʻi ka loaʻa ʻana o kahi square kūpono i nā hana kūkulu, ʻoiai e hōʻoiaʻiʻo ana i ka pololei a me ka paʻa o nā hale, e pale aku i nā pilikia e hiki mai ana.

10. He aha nā ʻōlelo aʻoaʻo ʻē aʻe e hiki iaʻu ke hahai no ka loaʻa ʻana o kahi huinahā kūpono?

Ma waho aʻe o nā ʻano hana i ʻōlelo ʻia, e ʻike pono e hana ma kahi pālahalaha, pae ʻāina, a e hoʻohana i nā mea ana kiʻekiʻe e loaʻa ai nā hopena pololei.