š Ukuhlaziywa Okuyinkimbinkimbi Okuyinhloko ngalolu hlelo lokusebenza lokufunda olusekelwe kuhlelo lokusebenza lwango-2025-2026! Luphelele kubafundi be-BS, MS, ADS, MSc, onjiniyela, kanye nabafisa ukuhlolwa, lolu hlelo lokusebenza lwenzelwe ukukusiza ufunde Ukuhlaziywa Okuyinkimbinkimbi ngokushesha nangokuphumelelayo usebenzisa ama-MCQ, amanothi, imibuzo kanye nezihloko ezinemininingwane.
ā Isilabhasi Ephelele Yokuhlaziya Okuyinkimbinkimbi
ā Ama-MCQ kanye nemibuzo yokuzihlola
ā Izincazelo ezilula ukuziqonda
ā Okuqukethwe okuqondiswe esivivinyweni ukuze kufundwe ngokushesha
ā Kuphefumulelwe ababhali bakudala uLars Valerian Ahlfors, uWalter Rudin, uMurray Spiegel, uJames Ward Brown, uRuel V. Churchill, uJohan B. Conway, u-Alice Chang, uRami Shakarchi, uGeorge F. Simmons, uTheodore W. Gamelin, u-Elias M. Stein ekuHlaziyweni Okuyinkimbinkimbi
š Amayunithi Nezihloko Kufakiwe:
š Iyunithi 1: Imiqondo Eyisisekelo Nezinombolo Eziyinkimbinkimbi
1. Incazelo Nemisebenzi Yezinombolo Eziyinkimbinkimbi
2. Izakhiwo Zokuhlanganiswa
3. I-Modulus Nezimpikiswano
4. Ifomu Eliyindilinga
5. Ukungalingani Okunxantathu
6. Indawo Yephuzu
7. Umsebenzi Wesiguquguquki Esiyinkimbinkimbi
8. Indawo Yomakhelwane Yephuzu
9. Umkhawulo Womsebenzi
10. Ukuqhubeka Komsebenzi
11. Ukwehluka kwe Umsebenzi
š Iyunithi 2: Umsebenzi Wokuhlaziya noma Ojwayelekile noma we-Holomorphic
1. Incazelo Yomsebenzi Wokuhlaziya
2. Izilinganiso ze-Cauchy-Riemann
3. Umsebenzi we-Harmonic
4. Izindlela Zokulandelana Kwe-Orthogonal
š Iyunithi 3: Imisebenzi Eyisisekelo Edlula Eceleni
1. Umsebenzi Wokuchaza Okuyinkimbinkimbi
2. Umsebenzi we-Logarithmic Oyinkimbinkimbi
3. Imisebenzi ye-Trigonometric Eyinkimbinkimbi
4. Imisebenzi ye-Hyperbolic Eyinkimbinkimbi
š Iyunithi 4: Ukuhlanganiswa Okuyinkimbinkimbi
1. Amagama Ayisisekelo (Indawo, Ijika)
2. Isilinganiso Esiyinkimbinkimbi Sejika
3. Ukuhlanganiswa Kwemigqa
4. I-Theorem kaCauchy
5. Ifomula Ehlanganisiwe ye-Cauchy
6. I-Theorem: ML-Ukungalingani Nezibonelo
š Iyunithi 5: Uchungechunge Lwamandla Nezinkolelo Ezihlobene
1. Incazelo Yochungechunge Lwamandla
2. Uchungechunge Lwamandla Oluhlanganisiwe
3. Irediyasi kanye neDiski Yokuhlangana
4. Uchungechunge lukaTaylor
5. Uchungechunge lukaLaurent
6. Ithiyori ka-Abel
š Iyunithi 6: Ubuningi kanye ne-Calculus yeNsalela
1. Akukho msebenzi
2. Ubuningi (Okususwayo, I-Pole, Okubalulekile)
3. Insalela: Incazelo
4. Ithiyori yeNsalela
5. Ukusetshenziswa kwethiyori yeNsalela
šÆ Kungani Ukhetha Lolu hlelo Lokusebenza?
Lolu hlelo lokusebenza luphelele kubafundi abafuna:
⢠Funda Ukuhlaziywa Okuyinkimbinkimbi 2025-2026
⢠Ukubuyekezwa okusheshayo ngaphambi kokuhlolwa
⢠Funda Izinombolo Eziyinkimbinkimbi nezihloko ezihlobene
⢠Finyelela Amanothi Okuhlaziywa Okuyinkimbinkimbi nama-MCQ
⢠Lungiselela ngempumelelo ngezihloko eziphefumulelwe ababhali abaphezulu bokuhlaziywa okuyinkimbinkimbi
š„ Landa Manje bese uqonda Ukuhlaziywa Okuyinkimbinkimbi kalula ngenkathi ulungiselela izivivinyo zika-2025-2026!
Kubuyekezwe ngo-
Jan 25, 2026