jumat, 4 september 2009 1 kuliah ke-2 matematika iii abdullah basuki rahmat,s.si,m.t informatics...
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KULIAH KE-2KULIAH KE-2MATEMATIKA IIIMATEMATIKA III
Abdullah Basuki Rahmat,S.Si,M.TAbdullah Basuki Rahmat,S.Si,M.T
Informatics Engineering DepartmentInformatics Engineering Department
TRUNOJOYO UNIVERSITYTRUNOJOYO UNIVERSITY
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PERSAMAAN DIFFERENSIALPERSAMAAN DIFFERENSIAL
DEFINISI PERSAMAAN DIFFERENSIALDEFINISI PERSAMAAN DIFFERENSIALPD ORDE IPD ORDE IPENYELESAIAN PD IPENYELESAIAN PD IPEMISAHAN VARIABELPEMISAHAN VARIABELPERSAMAAN SEPARABLEPERSAMAAN SEPARABLEPD LINIER HOMOGENPD LINIER HOMOGENPERSAMAAN DIFFERENSIAL ORDE IIPERSAMAAN DIFFERENSIAL ORDE IIPERSAMAAN DIFFERENSIAL NON HOMOGENPERSAMAAN DIFFERENSIAL NON HOMOGEN
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DEFINISI PDDEFINISI PD
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PERSAMAAN DIFFERENSIAL PERSAMAAN DIFFERENSIAL ORDE IORDE I
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PERSAMAAN DIFFERENSIAL PERSAMAAN DIFFERENSIAL ORDE IORDE I
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PERSAMAAN DIFFERENSIAL PERSAMAAN DIFFERENSIAL ORDE IORDE I
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PENYELESAIAN PDPENYELESAIAN PDORDE IORDE I
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PERSAMAAN DIFFERENSIAL PERSAMAAN DIFFERENSIAL ORDE IORDE I
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PEMISAHAN VARIABELPEMISAHAN VARIABEL
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PEMISAHAN VARIABELPEMISAHAN VARIABEL
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PERSAMAAN SEPARABLEPERSAMAAN SEPARABLE
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PERSAMAAN SEPARABLEPERSAMAAN SEPARABLE
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PERSAMAAN SEPARABLEPERSAMAAN SEPARABLE
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PD LINER ORDE IPD LINER ORDE I
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PD LINER ORDE I(lanjutan)PD LINER ORDE I(lanjutan)
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PD LINER ORDE I(lanjutan)PD LINER ORDE I(lanjutan)
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PD LINER ORDE I(lanjutan)PD LINER ORDE I(lanjutan)
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PD LINIER HOMOGENPD LINIER HOMOGEN
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PENYELESAIAN PDPENYELESAIAN PDLINIER HOMOGENLINIER HOMOGEN
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PENYELESAIAN PDPENYELESAIAN PDLINIER HOMOGENLINIER HOMOGEN
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PD LINIER ORDE 2PD LINIER ORDE 2
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PD LINIER ORDE 2PD LINIER ORDE 2
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PD LINIER ORDE 2PD LINIER ORDE 2
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PD NON HOMOGENPD NON HOMOGEN
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PD NON HOMOGENPD NON HOMOGEN
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METODE KOEFISIEN TAK METODE KOEFISIEN TAK TENTUTENTU
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METODE KOEFISIEN TAK METODE KOEFISIEN TAK TENTUTENTU
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METODE KOEFISIEN TAK METODE KOEFISIEN TAK TENTUTENTU
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METODE KOEFISIEN TAK METODE KOEFISIEN TAK TENTUTENTU
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METODE KOEFISIEN TAK METODE KOEFISIEN TAK TENTUTENTU
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METODE KOEFISIEN TAK METODE KOEFISIEN TAK TENTUTENTU