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Pengantar aljabar linear: disertai peta konsep
Daftar isi:
BAB 1
BAB 1 Ruang-n euclidis (euclidean n-spaces)
BAB 2 Ruang vektor umum ( general vector spaces)
BAB 3 Ruang bagian (subspaces)
BAB 4 Kebebasan linear (linear independence)
BAB 5 Basis dan dimensi (bases and dimension)
BAB 6 Ruang baris dan ruang kolom matriks; rank; penerapan terhadap pencarian basis ( row and
column space of matrix; rank; appli cation to finding bases)
BAB 7 Ruang hasil kali dalam ( the inner product spaces)
BAB 8 Panjang, jarak dan sudut di ruang hasil kali dalam ( the length,distance ans angle in the
inner product spaces)
BAB 9 Basis ortonormal; proses gram-schmodt (the orthonormal bases; gram-schmidt process)
BAB 10 Transformasi linear (linear transformation)
Daftar pustaka
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