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SISTEM BILANGAN

SISTEM BILANGAN. Bilangan desimal Bilangan biner Bilangan oktal Bilangan heksadessimal. Bilangan desimal Adalah bilangan basis 2 yaitu 0 dan 1 2. Bilangan biner Adalah bilangan basis 10 yaitu 0, 1, 2, 3, 4, 5, 6, 7, 8, 9 3. Bilangan oktal

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SISTEM BILANGAN

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  1. SISTEM BILANGAN Bilangandesimal Bilanganbiner Bilanganoktal Bilanganheksadessimal

  2. Bilangandesimal Adalahbilangan basis 2 yaitu 0 dan 1 2. Bilanganbiner Adalahbilangan basis 10 yaitu 0, 1, 2, 3, 4, 5, 6, 7, 8, 9 3. Bilanganoktal Adalahbilangan basis 8 yaitu 0, 1, 2, 3, 4, 5, 6, 7 4. Bilanganheksadesimal Adalahbilangan basis 16 yaitu 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E , F

  3. Tabeldibawahakanmenunjukkanekivalensiantarabilanganheksadesimal, binerdandesimal.

  4. KonversiBilangan • 1. desimal biner 2. biner desimal Example : Example : ubah 9 menjadibilanganbinerubah 1001 menjadidesimal Hasilnyaadalah 1001 Hasilnyaadalah 9

  5. 3.desimaloktal 4. oktal desimal Example : Example : Ubah 529 menjadibildesimalubah1021 menjadibiloktal Hasilnyaadalah 1021 Hasilnyaadalah 529

  6. 5.desimalheksadesimal 6. Heksadesimaldesimal Eksample : Example : Ubah2479 menjadibilheksadesimalubahbilangan 9AF menjadidesimal Hasilnyaadalah 9AF hasilnyaadalah 2479

  7. 7. oktalbiner8. biner oktal Example : Eksample : Ubah 3527 menjadibilbinerubah011110011001 keoktal Hasilnyaadalahhasilnyaadalah 3631 011101010111

  8. 9. heksadesimalbiner10.binerheksadesimal Example : example : Ubah 2AC menjadibilbinerubah010011110101 keheksadesimal Hasilnyaadalah 001010101100 hasilnyaadalah 4F5

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