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Perkalian vektor

Perkalian vektor. Perkalian titik ( dot product ). Perkalian titik dari dua vektor A dan B dilambangkan dengan :. Perkalian titik misalnya dalam rumus usaha dan daya. Hasil perkalian titik dua besaran vektor merupakan besaran skalar. Sifat perkalian titik di antara sesama vektor satuan.

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Perkalian vektor

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  1. Perkalian vektor • Perkalian titik (dot product) • Perkalian titik dari dua vektor A dan B dilambangkan dengan : • Perkalian titik misalnya dalam rumus usaha dan daya • Hasil perkalian titik dua besaran vektor merupakan besaran skalar

  2. Sifat perkalian titik di antara sesama vektor satuan • Pada perkalian titik antara dua vektor bersifat komutatif

  3. Perkalian silang dari dua vektor A dan B dilambangkan dengan : • Perkalian Silang (cross product) • Perkalian silang misalnya dalam rumus gaya Lorentz • Hasil perkalian silang dua besaran vektor merupakan besaran vektor

  4. Sifat perkalian silang di antara sesama vektor satuan • Pada perkalian silang antara dua vektor bersifat anti komutatif

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