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Vektörler 4 | Paralel Kenar Yöntemiyle Bileşke Vektör Hesabı

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Vektörler 4 | Paralel Kenar Yöntemiyle Bileşke Vektör Hesabı

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Yayın tarihi 9 eki 20169 eki 2016

Vektörler 4 | Paralel Kenar Yöntemiyle Bileşke Vektör Hesabı

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Vektörler 4 | Paralel Kenar Yöntemiyle Bileşke Vektör Hesabı

35,5bin35,5 bin izleme
Yayın tarihi 9 eki 20169 eki 2016
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Eğitmen önce paralelkenar yönteminin iki vektör için ideal olduğunu belirterek, vektörlerin başlangıç noktalarını bir araya getirip baklava dilimine tamamlama yöntemini göstermektedir. Ardından bileşke vektörün büyüklüğünü hesaplama için kosinüs teoremi anlatılmakta ve özel durumlar (60°, 90°, 120° açılar) için formüller verilmektedir. Son olarak, kuvvetlerin eşit veya farklı olduğu durumlarda bileşke kuvvetin nasıl değiştiği açıklanmaktadır."]},"endTime":388,"title":"Vektörlerde Toplama İşlemi: Paralelkenar Yöntemi","beginTime":0}],"fullResult":[{"index":0,"title":"Vektörlerde Toplama İşlemi ve Paralelkenar Yöntemi","list":{"type":"unordered","items":["Vektörlerde toplama işlemi paralelkenar yöntemi ile devam ediyor.","Paralelkenar yöntemi sadece iki vektör için uygulanabilir, üç vektörü aynı anda bu yöntemle toplayamayız.","Üç vektörü toplarken ikişer ikişer işlem yapmak veya ucu ekleme yöntemini tercih etmek daha uygun olur."]},"beginTime":0,"endTime":27,"href":"/video/preview/11379700262335956783?parent-reqid=1752621245135550-12613083813149225307-balancer-l7leveler-kubr-yp-sas-173-BAL&t=0&ask_summarization=1"},{"index":1,"title":"Paralelkenar Yönteminin Uygulanması","list":{"type":"unordered","items":["İki vektörün başlangıç noktalarını bir araya getirerek paralelkenar yöntemi uygulanır.","Vektörlerin başlangıç 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