Sombulula iMathematika 2 Eso Anaya: Enye indlela yokulinganisa ulwazi lwemathematika.

Kuqhelekile ukuba njengoko amathandabuzo akwishumi elivisayo adalwe malunga nolwazi olufunyenweyo, kwaye ngakumbi ukuba imalunga nemathematika, le ngxaki yaphela ngenxa yobukho bolwazi. Sombulula iMathematika 2 Eso Anaya, uluhlu lweengxaki zemathematika ezisonjululweyo olukwavavanya lonke ulwazi ukuze kwaziwe inqanaba lamalungiselelo abafundi.

Akunakwenzeka kuphela ukufikelela kwesi sixhobo kwi-intanethi, kodwa kunokwenzeka nokusifumana kwifomathi yePDF. Ngezantsi sibonisa yonke into enxulumene nale ncwadi kwaye apho kunokwenzeka ukuyifumana ukulinganisa ulwazi lwakho.

Hlanganisa ulwazi lwakho lwemathematika kunye neMathematika Solver 2 Eso Anaya.

Izisombululo zemathematika zencwadi ethi Eso Anaya sisixhobo esisebenzayo nesipheleleyo esivumela abafundi ukuba khangela iziphumo zorhwebo kwaye kamva uthelekise nezo zifunyenwe kumsebenzi wasekhaya kwinqanaba lemathematika. Oku kungenxa yokubandakanywa kwemisebenzi esonjululwe ngaphakathi kwesi sixhobo esivumela i ukuqinisekiswa kweenkqubo kwaye kwezinye iimeko iziphumo zokugqibela zemisebenzi yemathematika.

Le ncwadi inokujongwa kwi-intanethi usebenzisa i I-portal esemthethweni ye-resolrios10.com, enye apho yahlulwe kwiibhloko ezihambelanayo zoguqulelo lokuqala. Kwakhona, ungathenga le ncwadi apha Ifomathi yeFayili simahla ukuze kube lula kubafundi ngeli qonga lifanayo kwaye simahla.

Elinye icandelo elibalulekileyo lomxholo lisekelwe ukuzivavanya komfundi, leyo inokukhutshelwa kwakhona kwaye ivumela ukulinganisa inqanaba lokuqonda imigangatho kunye nokulinganisa imixholo yeyunithi.

Ngowuphi umxholo onikezelwa yiSombulula iMathematika 2 Eso Anaya?

Le ncwadi inakho I-15 imixholo ethile, ngaphezu kwesihloko ngasinye icandelo lokuzihlola ukulinganisa inqanaba loxinzelelo. Le mixholo ithiywe amagama:

  • IYUNITHI 1 – Amanani endalo: Isisombululo / Ukuzivavanya
  • IYUNITHI 2 – Integers: Isisombululo / Ukuzivavanya
  • IYUNITHI yesi-3 – Amanani eedesimali namaqhezu: Isisombululo / Ukuzivavanya
  • IYUNITHI yesi-4 – Ukusebenza ngamaqhezu: Isisombululo / Ukuzivavanya
  • IYUNITHI YESI-5 – Ulungelelwaniso kunye neepesenti: Isisombululo / Ukuzihlola
  • IYUNITHI 6 – Algebra: Isisombululo / Ukuzivavanya
  • IYUNITHI yesi-7 – Iiequations: Isisombululo / Ukuzivavanya
  • IYUNITHI YESI-8 – Iinkqubo zokulingana: Isisombululo / Ukuzivavanya
  • I-UNIT 9 - I-Theorem ye-Pythagorean: Isisombululo / Ukuzihlola
  • IYUNITHI YE-10 – Ukufana: Isisombululo / Ukuzivavanya
  • IYUNITHI 11 – Imizimba yeJiyometri: Isisombululo / Ukuzivavanya
  • I-UNIT 12 - Umlinganiselo womthamo: Isisombululo / Ukuzihlola
  • IYUNITHI 13 – Imisebenzi: Isisombululo / Ukuzivavanya
  • IYUNITHI 14 – Iinkcukacha-manani: Isisombululo / Ukuzivavanya
  • IYUNITHI YE-15 – Ithuba kunye namathuba: Isisombululo / Ukuzivavanya

Sombulula iMathematika 2 Eso Anaya: Imisebenzi yemathematika esonjululweyo, kubalulekile ukulungisa umsebenzi wasekhaya.

Kwiimeko ezithile, uninzi lwabafundi luvakalelwa kukuba imisebenzi inzima ngokwenene kwaye inyaniso kukuba ukuyiqonda kwenza kube lula ukusombulula iingxaki zemathematika ezintsonkothileyo. Kule nto, kukho kwaye ngendlela efikelelekayo kubo bonke abafundi ISoluli seMathematika 2 Eso Anaya, leyo inika ukhuseleko nenkuthazo kubafundi bayo abathi nakwiimeko ezithile bathande imathematika.

Izisombululo ezinikezelwe kule ncwadi azikhuthazwa ukuba zifundwe ngentloko, kuyimfuneko nje ukuziqonda ukuze uphuhlise isakhono, nangona ngokucacileyo kukho iifomula ezifuna ukunkqaywa ngokufanelekileyo. Ukubaluleka kokuyiqonda le nkqubo kunye nokuyilawula ngundoqo wokufikelela kwinqanaba eliphezulu lobukrelekrele kwimathematika.

Ukuba nenqanaba eliphezulu lokuqiqa ngeengxaki livumela ukusonjululwa kwanoma yimuphi umsebenzi, oku kungenxa yokuba ingqiqo yemathematika isetyenziswa kwaye kunye nokuphathwa kwangaphambili kweenkqubo zemveli, oku kulula ukuba umsebenzi utshintsha ngexesha lovavanyo. . Kulapho kulele khona ukubaluleka komlinganiselo, olo phando lwangaphambili olunokwenzeka ngaphambi kokuba kusonjululwe ingxaki yemathematika.

Ngokufika kwe-intanethi kuluntu, akukho nto enye kuphela kodwa amawaka ezinye iindlela ezivumela ukugqibelela inqanaba lengqondo kwimathematika, enye evumela uphuhliso lwengqiqo kunye nokuqiqa ukuze ukwazi ukusombulula nayiphi na imeko ngokuthanda. nasemsebenzini. Le yimeko ye Sombulula iMathematika 2 Eso Anaya Ukongeza ekuboneleleni ngoqeqesho olusonjululweyo, inecandelo lokuzivavanya elivumela ukwazi inqanaba lobukrelekrele analo umntu kwinqanaba lezemfundo kwaye ngokukodwa kwimathematika.

Incwadi yeSisombululo ye-Eso Anaya: Ukulinganisa kunye noxinzelelo lokuzihlola.

Kuqhelekile ukufuna ukuzivavanya ngokobuqu inqanaba lolwazi lwemathematika ngenjongo yokuphucula ukusebenza kunye nokwandisa inqanaba lenkuthazo kwisifundo. Eli candelo lokuzihlola le-Eso Anaya liqulethe uluhlu lweengxaki ezithi iqaqambisa eyona miba ibalulekileyo yesihloko esiboniweyoKucetyiswa ukuba wenze eli candelo ukuze kuqinisekiswe ukuba iyunithi iqondwa kwaye ezona nkqubo zinzima ziye zaphathwa.

Ngolu vavanyo lobuqu olunikezelwa yi Isisombululo seMathematika 2 Eso Anaya abafundi banokucinga ngokwazi amanqaku abuthathaka afuna ukuphuculwa ukuze bafumane amanqaku angcono nangaphezulu, kunye nezo zinto zinokuphazamisana nazo.  ukuzihlalutya ngokwakho wenza inkqubo yokuthelekisa amanqanaba okufunda kunye nempumelelo elindelekileyo nechazwe kwangaphambili sesi sixhobo, ezo zithathwa njengemigangatho yolwazi esemgangathweni.

Ukuchonga ubuthathaka kwinqanaba leengqondo kuvumela ukujonga kungekuphela nje ukungaphumeleli kodwa kunye nenkqubela phambili ukuba amanyathelo okulungisa ayaqwalaselwa. Injongo esekwe ngokusetyenziswa kwesi sixhobo isekelwe phezu abafundi ukwazi kunye bafunde ukuvavanya ukusebenza kwengqondo yabo, ukubamba kunye nokuqiqa kwisihloko okanye umba othile, le yokugqibela ibe zizixhobo ezithi xa kusonjululwa ingxaki yemathematika ivumeleke ukuba iqondwe ngcono kwaye, ngaphezu kwayo yonke loo nto, ibonelele ngesisombululo esingcono.

Njengayo yonke into ebomini, isisombululo kufuneka sithathwe njengesona silungileyo kwaye sinokusebenza, kwaye kwimeko yeengxaki zemathematika kwaye nangona ithiyori yeziphumo ezilinganayo, ukuphuhliswa kwengqondo kunye nengqondo akuvumeli nje ukufumana esi siphumo kodwa kunye nendlela elula. ilungiselelwe. Kulapho ukubaluleka kokuzihlola kulele khona, okunokuthi ngale ncwadi kuphunyezwe kwaye kungekuphela nje ukufumana inqanaba lokuqonda kodwa nokuchaza ezinye iindlela ezikhoyo zokuyiphucula.