Yintoni equation ngesiJamani? Uyibiza njani i-equation ngesiJamani?
IsiJamani senxaki: Die Gleichung
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NgesiJamani, ingqikelelo yenxaki ichazwa njenge “die Gleichung.” Igama elithi "Gleichung" lulwakhiwo lwemathematika olubonisa ukuba amagama amabini nangaphezulu ezibalo ayalingana enye kwenye. Umzekelo, “x + 5 = 10” yinxaki kuba ibinzana elingasekhohlo (x + 5) lilingana nebinzana elingasekunene (10).
Ii-equations zihlala zisetyenziselwa ukusombulula iingxaki zemathematika. Ukufumana amaxabiso okuguquguquka okungaziwayo kunokwenzeka ngokusombulula ii-equations ukuze amacala omabini alingane. Umzekelo, ngokusombulula i-equation "x + 5 = 10" sinokugqiba ukuba i-variable x ngu-5.
Iintlobo zeeEquations
Ii-equations zahlulwe ngokweendidi ezahlukeneyo ngokwamanani angaziwayo kunye neentlobo zemisebenzi ezibandakanya:
– Iiequations zesidanga sokuqala: Iiequations eziqulethe enye kuphela engaziwayo kwaye ineqondo eliphezulu lika-1. Umzekelo: 2x + 3 = 11
– Iiequation zequadratic: Iiequations ezineqondo eliphezulu ngu 2. Umzekelo: x^2 + 5x – 3 = 0
-Iequation zomgca: Iiequations eziqulathe kuphela imigangatho yokuqala. Umzekelo: 3x + 2y = 10
– Ii-equations ezingezizo: Iiequations eziqulathe imiqathango yesidanga sesibini okanye ngaphezulu. Umzekelo: x^2 + 2xy + y^2 = 25
Ukusombulula iiEquations
Ukusombulula ii-equations luthotho lwemisebenzi eyenziwayo ukufumana amaxabiso ezinto eziguquguqukayo ezingaziwayo. Iindlela ezahlukeneyo zingasetyenziswa ukusombulula iiequations:
- Ukusombulula ngokomgaqo wokulingana: Ukusombulula i-equation ngokusebenzisa umsebenzi ofanayo kumacala omabini.
-Indlela yokuFactoring: Ukusombulula inxaki ngokuyahlula-hlula ngokwemiba.
– Indlela yokugcwalisa: Indlela yesisombululo esetyenziswa kwi-quadratic equations.
– Ukuzoba: Ukusombulula inxaki ngokuyigrafu.
Ukusombulula iiequations sisakhono esibalulekileyo kwimathematika kwaye sisoloko sisetyenziswa kubomi bemihla ngemihla.
