Semana 3. integral de una funciΓ³n vectorial
Your SlideShare is downloading.
×
Check these out next
More Related Content
Similar to MIA 2 - Vector Concept Review.pdf (20)
Recently uploaded (20)
MIA 2 - Vector Concept Review.pdf
- 1. CONCEPT REVIEW VECTOR vs SCALAR Berupa nilai dengan arah tertentu Berupa nilai/besaran Τ¦ π = π ΖΈ π + π ΖΈ π + πΰ· π π = π₯, βπ₯ β β Hasil dari operasi hitung 2 vektor: Τ¦ π + π, Τ¦ π β π, Τ¦ π Γ π Hasil dari perkalian skalar vektor (vector dot product) Τ¦ π β π Hasil dari menghitung Panjang vektor Τ¦ π , Τ¦ π + π , Τ¦ π β π , Τ¦ π Γ π , Τ¦ π β π dll
- 2. CONCEPT REVIEW PENULISAN VEKTOR Τ¦ π = ΰ΄€ π = ΰ· π = π OPERASI MATRIKS Τ¦ π = π₯ π¦ π§ Τ¦ ππ = π₯ π¦ π§ β = 1 2 3 4 5 6 βπ = 1 3 5 2 4 6 Misalkan Τ¦ π§ = π π π π π π π β π π·ππ‘ Τ¦ π§ = π π π π π π π β π π·ππ‘ Τ¦ π = π. π. π + π. π. π + π. π. β β [ π. π. π + β. π. π + (π. π. π)] Τ¦ π = (π, π, π) π = (π, π, π) Τ¦ π = π π π π = π π π Misalkan: Τ¦ π = πΤ¦ π + πΤ¦ π + ππ π = πΤ¦ π + πΤ¦ π + ππ
- 3. CONCEPT REVIEW Τ¦ π + π 2 = Τ¦ π 2 + π 2 + 2 Τ¦ π π cos π Τ¦ π + π 2 = Τ¦ π 2 + π 2 + 2 Τ¦ π β π Τ¦ π β π 2 = Τ¦ π 2 + π 2 β 2 Τ¦ π π cos π Τ¦ π + π 2 = Τ¦ π 2 + π 2 β 2 Τ¦ π β π
- 4. CONCEPT REVIEW
- 5. CONCEPT REVIEW
- 6. π = π¬π’π§ π π = ππ¨π¬ π
