Isilinganiso sejiyomethri umqondo wezibalo osetshenziswa kakhulu emikhakheni eyahlukene, kusukela kuzibalo kuya kufiziksi kanye nezezimali. Le fomula isivumela ukubala isilinganiso esimele isethi yezinombolo, sicabangela kokubili ubukhulu kanye nokulinganisa kwayo. Ngalesi sihloko, sizohlola ngokuningiliziwe ifomula yesilinganiso sejometri, ukubaluleka kwayo nokuthi isetshenziswa kanjani ekuxazululeni izinkinga zezibalo. Ngaphezu kwalokho, sizokwethula izibonelo ezisebenzayo kanye nochungechunge lwezivivinyo zokuqinisa ukuqonda kwalesi sihloko esiyisisekelo emkhakheni wezobuchwepheshe. Lungela ukucwiliswa emhlabeni ohehayo we-avareji yejometri!
1. Siyini isilinganiso sejometri futhi sibalwa kanjani?
Isilinganiso sejiyomethri isilinganiso sezibalo lokho kuyasetshenziswa ukubala impande engu-nth yesethi yezinombolo. Ngokungafani nesilinganiso se-arithmetic esitholakala ngokungeza wonke amanani nokuwahlukanisa ngenani lezinto, isilinganiso sejometri sibalwa ngokuphindaphinda wonke amanani nokukhipha impande engu-nth, lapho u-n eyinombolo yezakhi.
Ukuze ubale isilinganiso sejiyomethri sesethi yezinombolo, landela lezi zinyathelo ezilandelayo:
- 1. Phindaphinda wonke amanani kusethi.
- 2. Thola umsuka we-nth womkhiqizo otholiwe.
- 3. Umphumela walesi sibalo uhambisana nesilinganiso sejometri sesethi yezinombolo.
Kubalulekile ukuqaphela ukuthi isilinganiso sejiyomethri sisetshenziswa kakhulu ezimweni lapho izinombolo zimelela izici zokukhula noma izilinganiso zoshintsho, njengoba zigqamisa ubudlelwano bokulinganisa phakathi kwazo. Ukwengeza, ingasetshenziswa ukubala isilinganiso esimaphakathi soshintsho lochungechunge lwedatha, phakathi kokunye ukusetshenziswa.
2. Ifomula emaphakathi yejiyomethri: incazelo enemininingwane
Isilinganiso sejiyomethri isilinganiso sezibalo esisetshenziselwa ukubala isilinganiso sobukhulu besethi yezinombolo. Ngokungafani nesilinganiso se-arithmetic, esingeza amanani futhi siwahlukanise ngenani lezinto, isilinganiso sejometri sitholwa ngokuphindaphinda zonke izinombolo bese sithatha impande ye-nth yomkhiqizo. Kulesi sigaba, sizofunda ifomula emaphakathi yejometri kanye nendlela yokuyisebenzisa ezimeni ezahlukene.
Ngaphambi kokubhekana nefomula ngokwayo, kubalulekile ukusho ukuthi isilinganiso sejiyomethri sisetshenziswa uma sifuna ukubala isilinganiso esimaphakathi esicabangela ubukhulu obuhlobene bamanani. Isibonelo, uma sihlaziya ukukhula kwesibalo sabantu eminyakeni embalwa, isilinganiso sejiyomethri sisivumela ukuthi sicabangele kokubili iphesenti lokukhula kanye nobude benkathi ngonyaka ngamunye.
Ifomula emaphakathi yejometri imi kanje:
- Thatha wonke amanani ofuna ukuwalinganisa futhi uwaphindaphinde ndawonye.
- Bala impande engu-nth yomkhiqizo, lapho u-"n" eyinombolo yamanani.
Ngokwesibonelo, ake sithi sifuna ukubala isilinganiso sejiyomethri yezinombolo 2, 4, no-8. Okokuqala siphindaphinda amanani: 2 x 4 x 8 = 64. Okulandelayo, sibala impande ye-cube engu-64, okuholela kusilinganiso sejometri. ka-4. Ngakho-ke, inani elimaphakathi lejiyomethri lalezi zinombolo ngu-4.
3. Isibonelo sokubala esimaphakathi sejiyomethri ngesinyathelo
Ukuze ubale isilinganiso sejiyomethri sesethi yezinombolo isinyathelo ngesinyathelo, kufanele siqale siqonde ukuthi isilinganiso sejometri siyini nokuthi sibalwa kanjani. Isilinganiso sejiyomethri isilinganiso sezibalo esisetshenziselwa ukunquma isilinganiso sokukhula esimaphakathi sesethi yamanani. Ivame ukusetshenziswa kwezezimali, isayensi yemvelo, kanye nokuxazulula izinkinga zezibalo ezithuthukisiwe.
Ukubala isilinganiso sejiyomethri kuhilela ukuphindaphinda zonke izinombolo esifuna ukuzenza isilinganiso bese sithatha impande ka-nth yalowo mkhiqizo, lapho u-"n" eyisamba senani lezinto ezisesethi. Ngezansi isibonelo sesinyathelo ngesinyathelo sokuqonda kangcono ukuthi lesi sibalo senziwa kanjani:
- Isethi yezinombolo mayibe: 2, 4, 6, 8, 10.
- Siphindaphinda zonke izinombolo kusethi: 2 x 4 x 6 x 8 x 10 = 3840.
- Bese, sithatha impande ye-nth yomkhiqizo odlule, lapho "n" ilingana no-5 (inani eliphelele lezinto ezisesethi):
- Impande ye-nth ingabalwa ngokukhuphula umkhiqizo emandleni ka-1/n (kulokhu, 1/5):
- 3840^(1/5) ≈ 6.144
Ngakho-ke, isilinganiso sejometri yezinombolo 2, 4, 6, 8, no-10 cishe 6.144.
4. Izicelo ze-avareji yejometri emikhakheni ehlukene
Isilinganiso sejiyomethri isilinganiso sezibalo esisetshenziswa emikhakheni ehlukene ukubala izinga lokukhula lonyaka, izinga lembuyiselo ekutshalweni kwezimali kanye nezinye izinkomba ezihlobene nokukhula okuhlanganisiwe. A kwezicelo Isilinganiso sejiyomethri esivame kakhulu sitholakala emkhakheni wezezimali, lapho sisetshenziselwa ukuhlaziya inzuzo yokutshalwa kwezimali ngokuhamba kwesikhathi. Lesi sibalo siwusizo ikakhulukazi lapho uzama ukuhlola ukutshalwa kwezimali okungaphansi kwezinguquko zephesenti ekusebenzeni kwazo.
Omunye umkhakha lapho i-avareji yejiyomethri ithola khona ukusetshenziswa iku-biology ne-ecology. Kubhayoloji, isilinganiso sejiyomethri sisetshenziselwa ukubala izinga lokukhula labantu phakathi nezikhathi ezahlukahlukene. Lesi sibalo sibalulekile ukuze kuqondwe ukuziphatha nokuvela kwabantu ezindaweni ezahlukene zemvelo.
Ekugcineni, ukulinganiswa kwejiyomethri kuyasetshenziswa futhi emkhakheni wefiziksi, ikakhulukazi ekuhlaziyeni idatha yokuhlola. Ku-physics, isilinganiso sejiyomethri sisetshenziselwa ukunquma amanani amele amasethi edatha anesilinganiso se-logarithmic. Lokhu kuwusizo ikakhulukazi ekuqhathaniseni amanani abonakalayo ahluka ngama-oda amaningana obukhulu.
5. Izakhiwo nezici zesilinganiso sejometri
Isilinganiso sejiyomethri umqondo wezibalo osetshenziswa ukubala isilinganiso sochungechunge lwezinombolo kusetshenziswa ukuphindaphinda esikhundleni sokuhlanganisa. Ngokungafani nesilinganiso se-arithmetic, esitholakala ngokungeza wonke amanani nokuhlukaniswa ngenani lezinto, isilinganiso sejometri sibalwa ngokuphindaphinda wonke amanani bese sithatha impande ye-nth yalowo mkhiqizo, lapho u-n eyinombolo. kwezakhi.
Enye yezinto eziyinhloko zesilinganiso sejometri yikhono layo lokugcina ukuhleleka kobukhulu bamanani okuqala. Lokhu kusho ukuthi uma izinombolo zinobukhulu obuhluke kakhulu komunye nomunye, isilinganiso sejometri sizomelela ngaphezu kwesilinganiso se-arithmetic, njengoba singathinteki ngabangaphandle. Lesi sakhiwo sikwenza kube yithuluzi eliwusizo kakhulu ezindaweni ezithile ezifana nezibalo nezomnotho.
Esinye isici esibalulekile sesilinganiso sejometri ubuhlobo baso nokuphindaphinda. Uma sinamasethi amabili ezinombolo futhi sibala isilinganiso sejiyomethri ngayinye, bese siphindaphinda kokubili okumaphakathi kwejometri, sizothola isilinganiso sejometri senhlanganisela yamasethi amabili. Lesi sakhiwo senza isilinganiso sejiyomethri sisebenziseke ikakhulukazi uma usebenza ngokukhula noma amanani esaphulelo.
6. Isetshenziswa kanjani isilinganiso sejiyomethri ukuze uhlaziye amazinga okukhula
Isilinganiso sejiyomethri siyithuluzi eliwusizo kakhulu lokuhlaziya amazinga okukhula ngoba sisivumela ukuthi sithole isilinganiso esimele ukuthi inani lihluka kanjani ngokuhamba kwesikhathi. Ngokungafani nesilinganiso se-arithmetic, isilinganiso sejometri sicabangela ukuphindaphindeka kwamanani esikhundleni sesamba sawo.
Ukuze sisebenzise isilinganiso sejiyomethri, okokuqala sidinga ukuba nochungechunge lwamanani amele izilinganiso zokukhula. Uma sesinalo lolu chungechunge, inqubo ilula kakhulu. Ngezansi kukhona izinyathelo:
- Thola uchungechunge lwamanani amele izilinganiso zokukhula.
- Phindaphinda wonke amanani yochungechunge.
- Phakamisa umphumela ku-eksponenti ephambene yenani lamanani ochungechungeni.
- Susa u-1 kunani elitholwe esinyathelweni sangaphambilini.
Uma sesilandele lezi zinyathelo, sizothola i-avareji yejometri yamazinga okukhula. Leli nani lizosihlinzeka ngesilinganiso esimelayo sokuthi inani liye lahluka kanjani ngokuhamba kwesikhathi. Kubalulekile ukukhumbula ukuthi isilinganiso sejiyomethri singasetshenziswa ezimweni ezehlukene, njengokuthi, isibonelo, ukuhlaziya ukuhluka kwentengo, ukusebenza kwezimali noma ukukhula kwenani labantu.
7. Ukubalwa kwe-average yejometri enesisindo: ithuluzi eliwusizo lezibalo
Uma usebenza ngedatha yezibalo, ukubala isilinganiso sejiyomethri esisindiwe kuyithuluzi eliwusizo nelinembile. Le ndlela ivumela ukuthola inani elimele lesethi yedatha, ingacabangi nje kuphela amanani ayo ezinombolo, kodwa futhi nokubaluleka kwayo okuhlobene. Ngezansi isinyathelo ngesinyathelo ukubala isilinganiso sejometri enesisindo:
1. Okokuqala, kufanele ukhombe idatha ofuna ukuyilinganisa futhi uyinikeze isisindo noma ukubaluleka okuhlobene. Izisindo kufanele zibe amavelu amahle amelela ukuhambisana kwedatha ngayinye kusethi. Uma yonke idatha inokubaluleka okufanayo, izisindo zizolingana no-1.
2. Uma izisindo sezinikiwe, umkhiqizo wedatha ngayinye ephakanyiswe esisindweni sayo esihambisanayo uyabalwa.
3. Okulandelayo, yonke imikhiqizo etholwe esinyathelweni sangaphambilini iyengezwa.
4. Ekugcineni, impande engu-nth yesamba esitholiwe ibalwa, lapho u-n eyinombolo yedatha esetshenziswe ekubalweni.
Ukubala isilinganiso esilinganiselwe sejiyomethri kungaba usizo ezimweni zezibalo ezihlukahlukene, ezifana nokubala isilinganiso sembuyiselo ye-investimenti kuphothifoliyo yezibambiso, lapho isibambiso ngasinye sinesisindo esithile. Ingase futhi isetshenziselwe ukubala izinkomba zokusebenza ezindaweni ezahlukene, ukwabela izisindo kokuguquguquka ngakunye okukaliwe. Kubalulekile ukukhumbula ukuthi le ndlela icabangela kokubili ukubaluleka kwedatha nokubaluleka kwayo okuhlobene, okunganikeza umbono ophelele wokusatshalaliswa kwedatha.
8. Isilinganiso sejiyomethri emathubeni nasezinkingeni zezibalo
Isilinganiso sejiyomethri isilinganiso sezibalo esisetshenziswa emathubeni nasezinkingeni zezibalo ukubala umsuka we-nth womkhiqizo wesethi yamanani. Ngokungafani nesilinganiso se-arithmetic, esibalwa ngokungeza wonke amanani nokuwahlukanisa ngenani lamanani, isilinganiso sejiyomethri sisebenzisa izici zezimpande ukuze kutholwe omele inani lesethi yedatha.
Ukuze ubale isilinganiso sejometri, izinyathelo ezilandelayo kufanele zilandelwe:
- Khomba isethi yamanani ofuna ukubala kuwo isilinganiso sejiyomethri.
- Phindaphinda wonke amanani futhi uthole umkhiqizo.
- Bala umsuka we-nth womkhiqizo, ngokuthi "n" kube inombolo yamanani kusethi.
Isilinganiso sejiyomethri siwusizo emathubeni nasezinkingeni zezibalo uma ufuna ukuthola isilinganiso esimele esicabangela ubudlelwano bokuphindaphinda phakathi kwamanani. Isibonelo, ekubaleni amazinga okukhula, isilinganiso sejiyomethri singanikeza isilinganiso esinembe kakhulu kunesilinganiso se-arithmetic. Ngokufanayo, isilinganiso sejiyomethri sisetshenziswa ekubalweni kwezinkomba noma ama-coefficients anesisindo sokuhluka okuhlukile kumodeli yezibalo.
9. Isixazululo sokuzivocavoca okusebenzayo usebenzisa isilinganiso sejometri
Kungenziwa ngochungechunge lwe izinyathelo ezilula. Ngezansi kuzoba okokufundisa okuningiliziwe ukuxazulula lolu hlobo lwenkinga.
Okokuqala, kuyadingeka ukuqonda ukuthi iyini isilinganiso sejometri. Isilinganiso sejiyomethri sesethi yezinombolo sibalwa ngokuphindaphinda zonke izinombolo bese sithatha impande yesikwele yomphumela. Isibonelo, uma sinezinombolo u-2, 4 kanye no-8, isilinganiso sejiyomethri singaba ngu-√(2*4*8) = 4. Kulesi simo, isilinganiso sejometri singu-4.
Ukuxazulula izivivinyo ngokoqobo usebenzisa isilinganiso sejometri, kutuswa ukulandela lezi zinyathelo ezilandelayo:
- Khomba izinombolo okufanele zilinganiselwe.
- Phindaphinda zonke izinombolo ezikhonjiwe.
- Bala impande eyisikwele yomkhiqizo otholiwe.
Ngakho-ke, uma sivezwa inkinga ethile, njengokubala isilinganiso sejometri yezinombolo 3, 5 kanye no-7, siqhubeka kanje: √(3*5*7) = 5.81. Isilinganiso sejometri yezinombolo 3, 5 kanye no-7 singu-5.81.
10. Isilinganiso seJiyomethri kanye nobudlelwano bayo nezinye izinkomba zezibalo
Isilinganiso sejiyomethri inkomba yezibalo esetshenziselwa ukubala umsuka we-nth womkhiqizo wesethi yamanani. Ngokungafani nesilinganiso se-arithmetic, esibalwa ngokungeza nokuhlukanisa amanani, isilinganiso sejiyomethri sisebenzisa ukuphindaphinda kanye nomsuka we-nth ukuze kutholwe umphumela. Inzuzo eyinhloko yesilinganiso sejiyomethri ukuthi inganikeza ukumelwa okunembe kakhudlwana kwamasethi edatha ahlanganisa amanani eqisayo.
Isilinganiso sejiyomethri sihlobene eduze nezinye izinkomba zezibalo, njengesilinganiso se-harmonic kanye nesilinganiso esisindiwe. Nakuba isilinganiso sejiyomethri sikala inani ngalinye ngokubaluleka kwalo okuhlobene, isilinganiso se-arithmetic sinikeza ukubaluleka okulinganayo kunani ngalinye, futhi isilinganiso se-harmonic sinikeza isisindo esengeziwe kumanani amancane.
Ukuze ubale isilinganiso sejometri, le nqubo elandelayo kufanele ilandelwe:
- Phindaphinda wonke amanani ndawonye
- Phakamisa umphumela emandleni aphambene wenani lamanani
Isibonelo, uma sinamanani angu-2, 4 no-8, isibalo sizoba kanje:
(2 izikhathi 4 izikhathi 8 = 64) (64^{(1/3)} = 4)
Isilinganiso sejiyomethri salawa manani singu-4. Le nqubo ingaphinda kunoma iyiphi isethi yamanani ukuze kutholwe isilinganiso sawo sejiyomethri. Okubalulekile, ukulinganiswa kwejiyomethri kungaba usizo ezindaweni ezihlukahlukene, njengezezimali nesayensi, ukumela idatha ngokunembe kakhudlwana.
11. Izinzuzo kanye nemikhawulo ye-avareji yejometri njengesilinganiso sokuthambekela okumaphakathi
Isilinganiso sejiyomethri isilinganiso sokuthambekela okumaphakathi esisetshenziswa kaningi kuzibalo nezibalo. Ngokungafani nesilinganiso se-arithmetic, esitholakala ngokungeza wonke amanani nokuhlukaniswa ngenani lezinto, isilinganiso sejometri sibalwa ngokuphindaphinda wonke amanani bese sithatha impande ye-nth yomkhiqizo, lapho u-n eyinombolo. kwezakhi.
Enye yezinzuzo eziyinhloko zokulinganisa kwejiyomethri ukuthi kunikeza isisindo esikhulu kumanani amancane kusampula, okungaba usizo lapho usebenza nedatha elandela ukusatshalaliswa okusontekile. Lokhu kusho ukuthi uma kunamanani amakhulu kakhulu noma amancane kusampula, isilinganiso sejiyomethri singanikeza isilinganiso esinembe kakhudlwana sokuthambekela okumaphakathi.
Ngakolunye uhlangothi, umkhawulo wesilinganiso sejiyomethri ukuthi awukwazi ukubalwa uma noma yimaphi amanani kusampula alingana noziro, njengoba kungenakwenzeka ukuthatha impande engu-nth kaziro. Ukwengeza, isilinganiso sejiyomethri singase sicheme uma isampula iqukethe amanani angemahle, njengoba ukuphindaphinda lawa manani kuzophumela enambeni ephozithivu, okungase kuthinte ukutolikwa kwemiphumela.
12. Ukusetshenziswa kwesilinganiso sejiyomethri ekuhlaziyweni kwezimali kanye nokutshalwa kwezimali
Isilinganiso sejiyomethri iyithuluzi elisetshenziswa ekuhlaziyeni kwezezimali nasekutshalweni kwezimali ukuze kubalwe inzuzo emaphakathi yochungechunge lwezibambiso noma izimpahla zezimali ngokuhamba kwesikhathi. Ngokungafani nesilinganiso se-arithmetic, i-avareji yejiyomethri ithatha ukubuyisela okuhlanganisiwe, okuyenza ibe isilinganiso esinembe kakhudlwana sokuhlaziya utshalomali lwesikhathi eside.
Ukuze ubale isilinganiso sejometri, izinyathelo ezilandelayo kufanele zilandelwe:
- Thola imbuyiselo yomlando wezibambiso noma izimpahla zezezimali okukhulunywa ngazo.
- Guqula izimbuyiselo ezicini zokukhula ngokwengeza u-1 kwimbuyiselo yephesenti futhi uhlukanise ngo-100. Isibonelo, uma isibambiso sibuyise u-5%, uzothola isici sokukhula esingu-(1 + 0.05) / 100 = 1.05.
- Nandisa zonke izici zokukhula phakathi kwazo.
- Phakamisa umkhiqizo otholwe ngokuphambene nenani lezikhathi ezicatshangwayo.
- Susa oku-1 kumphumela bese uphindaphindeka nge-100 ukuze uthole isilinganiso sejiyomethri njengephesenti.
Kubalulekile ukuqaphela ukuthi isilinganiso sejiyomethri sicabangela kuphela ukusebenza kwangaphambilini futhi asiqinisekisi imiphumela yesikhathi esizayo. Nokho, kungaba ithuluzi eliwusizo lokuhlola ukusebenza komlando kwe-investimenti noma iphothifoliyo bese uyiqhathanisa nezinye izindlela zokutshala izimali.
13. Isilinganiso seJiyomethri kanye nokuchazwa kwayo ezimeni zomnotho
Isilinganiso sejiyomethri iyithuluzi lezibalo elisetshenziswa ezindaweni ezihlukahlukene, kuhlanganise nezomnotho. Ezimweni zezomnotho, isilinganiso sejiyomethri sisetshenziswa ukubala isilinganiso sokukhula esimaphakathi sokuguquguquka kwesikhathi esithile. isikhathi esinqunyiwe. Lokhu kuwusizo ikakhulukazi ekuhlaziyeni ukukhula kwezinto eziguquguqukayo zomnotho njenge-GDP, ukukhiqizwa kwezimboni noma ukusetshenziswa.
Ukuze ubale isilinganiso sejometri ezimeni zomnotho, uchungechunge lwezinyathelo kufanele lulandelwe. Okokuqala, idatha eguquguqukayo ofuna ukuyihlaziya kufanele iqoqwe phakathi nesikhathi osifunayo. Okulandelayo, ukukhula kwephesenti lokuhluka kubalwa isikhathi ngasinye, kuhlukaniswa inani lamanje ivelu yangaphambilini futhi kuphindaphindwe ngo-100.
Uma ukukhula kwamaphesenti enkathi ngayinye kubaliwe, lawa manani asetshenziselwa ukuthola isilinganiso sejometri. Lokhu kwenziwa ngokuphindaphinda konke ukukhula kwephesenti nokubala impande engu-nth yomphumela, ngo-"n" okuyisamba senani lezikhathi. Isilinganiso sejiyomethri esiwumphumela simele isilinganiso sokukhula esimaphakathi sokuguquguquka phakathi nenkathi yesikhathi esihlaziyiwe.
14. Ungatolika kanjani isilinganiso sejiyomethri kumongo wokukhula komchazi
Ngokuvamile lapho sihlaziya idatha ebonisa ukukhula komchazi, sisebenzisa isilinganiso sejiyomethri ukuze siqonde kangcono ubukhulu balokhu kukhula. Isilinganiso sejiyomethri sisinikeza isilinganiso esimele esicabangela ukuhluka kwamanani ngokuhamba kwesikhathi. Iwusizo ikakhulukazi ezimweni zezomnotho, lapho kunamazinga okukhula njalo angaveza imiphumela edukisayo uma kusetshenziswa isilinganiso se-arithmetic.
Ukubala isilinganiso sejiyomethri kuhilela ukuphindaphinda wonke amanani ndawonye bese uthatha impande ka-nth, lapho u-n eyinombolo yamanani kusethi yedatha. Isibonelo, uma sinochungechunge lwamanani amele ukukhula konyaka kwe-investimenti, singabala isilinganiso sejiyomethri ukuze sinqume isilinganiso sokukhula esimaphakathi phakathi nenkathi ethile yesikhathi.
Ukuze sihumushe isilinganiso sejiyomethri kumongo wokukhula komchazi, singacabangela isimo sokucatshangelwa. Ake sithi sinesibalo sokuqala sabantu abayi-1000 futhi unyaka ngamunye inani labantu liphindeka kabili. Uma sisebenzisa isilinganiso sejiyomethri ukubala isilinganiso sokukhula esimaphakathi, sizothola inani elingu-100%, okubonisa ukuthi inani labantu liphindeka kabili ngokwesilinganiso unyaka ngamunye. Lokhu kusivumela ukuthi siqonde kangcono ukuthi inani labantu likhula ngokushesha kangakanani futhi senze izinqumo ezinolwazi mayelana nezinqubomgomo zokuhlela amadolobha nezinsiza ezidingekayo.
Kafushane, ukulinganiswa kwejiyomethri kuyithuluzi lezibalo eliyisisekelo elisetshenziselwa ukubala incazelo yesethi yedatha. Ngokungafani nesilinganiso se-arithmetic, isilinganiso sejometri sibheka ukukhula okuhlobene kwamanani kunesamba sawo esiphelele.
Ifomula yesilinganiso sejiyomethri ilula kodwa inamandla. Ngokuphindaphinda wonke amanani bese sibala impande ye-nth yomkhiqizo, sithola isilinganiso sejometri. Lesi silinganiso siwusizo ikakhulukazi uma usebenza ngamavelu amele izilinganiso zokukhula, imbuyiselo yezezimali, noma izilinganiso ezihlobene.
Ngokusebenzisa izibonelo nokuzivocavoca, sikwazile ukuqonda indlela yokusebenzisa ifomula yesilinganiso sejometri ezimweni ezihlukene. Kusukela ekubaleni isilinganiso sembuyiselo yephothifoliyo yokutshalwa kwezimali ukuya ekutholeni isilinganiso sokukhula esimaphakathi sabantu, leli thuluzi lisivumela ukuthi sithole imiphumela enembayo nemele kakhulu.
Kubalulekile ukuqaphela ukuthi isilinganiso sejometri singaba ithuluzi elibalulekile, kodwa ukulinganiselwa kwalo nakho kufanele kucatshangelwe. Ayiwafanele amasethi edatha aqukethe amanani anegethivu noma aziro, njengoba ukuphindaphinda akukwazi ukubhekana nalezi zimo. Ngaphezu kwalokho, ukuhumusha kwayo kungaba nzima uma kuqhathaniswa nezinye izilinganiso zokuthambekela okumaphakathi njengesilinganiso se-arithmetic.
Sengiphetha, isilinganiso sejiyomethri siyifomula yezibalo ebalulekile esivumela ukubala incazelo yeqoqo ledatha futhi sithwebule ukukhula okuhlobene kwamanani. Noma kunini lapho usebenza ngezilinganiso zokukhula, izinzuzo zezezimali, noma izilinganiso ezilinganiselwe, isilinganiso sejiyomethri singaba ithuluzi elibalulekile lokuthola imiphumela enembe kakhulu. Kodwa-ke, kubalulekile ukuqaphela ukulinganiselwa kwayo futhi ucabangele ezinye izinyathelo zokuthambekela okuphakathi njengoba kudingeka.
Ngingu-Sebastián Vidal, unjiniyela wekhompyutha ozifelayo ngobuchwepheshe kanye ne-DIY. Ngaphezu kwalokho, ngingumdali we tecnobits.com, lapho ngabelana khona ngezifundo zokwenza ubuchwepheshe bufinyeleleke kakhudlwana futhi buqonde wonke umuntu.