Uhlelo lokusebenza luhlongoza izinselele ezingama-31 okufanele uzinqobe.
Yakha amafrakshini afanele asohlwini oluphezulu lwesicelo, wengeze amafrakshini amayunithi amabili, amathathu noma amane.
Iqembu ngalinye elihlongozwayo elifanele linenani eliguquguqukayo lezixazululo.
Futhi amazinga ahlukene obunzima
Awukwazi ukuphinda izingxenye zeyunithi ezinenani elifanayo.
Kuhlelo lokusebenza uzothola inkinobho yokususa zonke izixazululo ezitholakala enkingeni yamanje, kanye nokuqala phansi.
Ingxenye encane yeyunithi esetshenziswe kulolu hlelo lokusebenza ingu-1/66.
Uhlelo luklanyelwe ukukhombisa ukubaluleka kokukhipha izingxenyana ekuxazululeni izinkinga ezinjalo.
Kusuka ku-www.nummolt.com
Lokhu ukuvela "Kwezingxenyana ZaseGibhithe Ezidala" ezenziwe ngokubambisana ne-www.mathcats.com
Iseluleko:
Ku-Rhind Mathematical Papyrus (RMP) ngo-1650 BC umbhali u-Ahmes wakopisha isivivinyo esilahlekile manje kusukela ekubuseni kwenkosi u-Amenemamhat III.
Ingxenye yokuqala ye-papyrus ithathwa yitafula le-2/n. Amafrakshini 2/n ka-odd n asukela ku-3 kuya ku-101 achazwa njengezibalo zamayunithi amayunithi.
Kulolu hlelo lokusebenza ungakha okunye ukubola kwe-Ahmes ( 2/3 , 2/5, 2/7, 2/9, 2/11 ) kanye nalahlwe nguye futhi.
Uhlelo lokusebenza luvumela ukubola futhi: 3/4 , 3/5 , 4/5 , 5/6 , 3/7 , 4/7 , 5/7 , 6/7 , 3/8 , 5/8 , 7/8 , 4/9 , 5/9 , 7/9 , 8/9 , 3/10 , 7/10 , 9/10, 3/11, 4/11, 5/11, 6/11, 7/11, 8 /11, 9/11, kanye no-10/11.
Ungasebenzisa ulwazi olutholiwe ukuxazulula ukubola okungu-2/n ukuze uxazulule zonke ezinye izinkinga.
Uhlelo lokusebenza luxwayisa ngokuthola isixazululo esingcono kakhulu (lesi esinamadinominetha aphansi)
Uma kungenye yezinkinga ezivela kuthebula le-Rhind Mathematical Papyrus, uhlelo lokusebenza luxwayisa ngokuqondana nesixazululo esibhalwe kuthebula le-Rhind 2/n.
Okwengeziwe: http://nummolt.blogspot.com/2014/12/adding-unit-fractions.html
Uhlelo lokusebenza "Izingxenyana Ezifanele" (unjiniyela ofanayo) iyithuluzi elilungile elisiza ukuxazulula 'ukwengeza amayunithi amayunithi'
Kubuyekezwe ngo-
Nov 17, 2023