CLASSES 2010 (ANGKATAN 2010)

Tuesday, April 30, 2013

SERIES OF PRESENTATION


SERIES OF PRESENTATION
1      Definition Of A Vector And A Scalar, Definition Of Two Vectors A And B Are Equal, Definition Of Vector A And Vector –A, Definition Of The Sum Or Resultant Of Vectors A And B Definition Of The Product Of A Vector A By A Scalar M,  Definition Of The Difference Of Vectors A And B,  Law Of Vector Algebra,  Definition Of A Unit Vector,  The Rectangular Unit Vectors, 
2.  Components Of A Vector,  The Position Vector Or Radius Vector R , Scalar Field, And Vector Field.
3.  The Dot Product,  Laws Of The Dot Product, Cross Product, And Laws Of Cross Product
4.  Triple Product,  Laws Of Triple Product.
5.  Ordinary Derivatives Of Vectors, Space Curves, Continuity And Differentiability, And Differentiation Formulas
6.  Partial Derivatives Of Vectors, Differential Geometr, And Mechanic.
7.  Middle Test (MT). 
8.  The Vector Differential Operator Del, The Gradient , The Divergence,  The Curl, Formulas Involving Del., And Invariance.
9.  Ordinary Integrals Of Vector, And Line Integrals .
10.  Surface Integrals, And  Volume Integrals .
11.  Divergence Theorem, Stokes' Theorem, And Related Integral Theorems.
12.  Curvilinear Coordinates
13.  Final Test (FT).


URUTAN PENYAJIAN
1   Definisi Vektor Dan Skalar,  Definisi Dua Vector Sama Dan Dua Vector Berlawanan, Definisi Jumlah Dua Vektor, Definisi Selisih Dua Vektor,  Definisi Perkalian Skalar Dan Vektor, Teorema Aljabar Dasar Vector, Definisi Vektor Satuan.
2.  Komponen-Komponen Sebuah Vektor, Vektor Posisi, Medan Skalar, Medan Vektor.
3.  Definisi Dot Product, Definisi Cross Product, Teorema Dalam Dot Product, Teorema Cross Product.
4.  Hasil Kali Tripel, Teorema Dalam Hasil Kali Tripel.
5.  Diferensiasi Vektor, Turunan Biasa Dari Vektor, Kurva-Kurva Ruang,     Kontinuitas Dan iferensiabilitas,
         Teorema Diferensiasi.
6.  Turunan Parsial Dari Vektor-Vektor, Geometri Diferensial, Mekanika.
7.  Ujian Tengah Semester (UTS).
8.  Operator Diferensial Vektor Del, Gradien, Divergensi,    Curl, 
       Rumus-Rumus Yang Mengandung Operator Del, Invarians.
9.  Integral Biasa Dari Vektor, Integral  Garis.
10.  Integral Permukaan, Integral Volum.
11.  Teorema Divergensi, Teorema Stokes, Teorema Integral Yang Berkaitan.
12.  Koordinat Kurva Linear.
13.  Ujian Akhir Semester (UAS).



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