1 / 22

SISTEM DIGITAL

SISTEM DIGITAL. MUHAMAD ARPAN, S.Kom . Pendidikan Teknologi Informasi dan Komputer. SEKOLAH TINGGI KEGURUAN DAN ILMU PENDIDIKAN PERSATUAN GURU REPUBLIK INDONESIA PONTIANAK. BAB 4 : ALJABAR BOOLEAN. ALJABAR BOOLEAN. DEFINISI. BAB 4 : ALJABAR BOOLEAN. ALJABAR BOOLEAN.

eagan
Download Presentation

SISTEM DIGITAL

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. SISTEM DIGITAL MUHAMAD ARPAN, S.Kom. PendidikanTeknologiInformasi danKomputer SEKOLAH TINGGI KEGURUAN DAN ILMU PENDIDIKAN PERSATUAN GURU REPUBLIK INDONESIA PONTIANAK

  2. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN DEFINISI

  3. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN Hukum-hukumAljabar Boolean

  4. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN BuktiTeorema / Hukum De Morgan (x . y)’ = x’ + y’ Diketahui: (x.y)(x.y)’ = 0  komplemen Perlihatkan: (x.y)(x’ + y’) = 0 Bukti: (x.y)(x’ + y’) = x.y.x’ + x.y.y’  komutatif = x.x’.y + x.y.y’  komplemen = 0.y + x.0  dominansi = 0 + 0  indempoten = 0  identitas Jadi, (x . y)’ = x’ + y’ distributif

  5. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  6. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  7. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  8. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  9. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  10. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  11. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN / SOP (Sum Of Product)

  12. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  13. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  14. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN / POS (Product Of Sum)

  15. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN maksterm

  16. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  17. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  18. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  19. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN

  20. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN LATIHAN : 1). Cari dual daripersamaanboolean berikut : a). A(A’ + B) = AB b). (A + 1) (A + 0) = A c). (A + B) (B + C) = AC + B d). A + (A’ * B) = A * B

  21. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN LATIHAN : 3). Nyatakandalambentukkanonik SOP dan POS, sertarancang rangkaianlogikanyaberdasarkan tabelkebenaranberikut :

  22. BAB 4 : ALJABAR BOOLEAN ALJABAR BOOLEAN LATIHAN : 4). Denganmenggunakanteorema de Morgan, ubahbentukminterm kebentukmakstermdanubah bentukmakstermnyakebentuk mintermberdasarkanpadasoal nomor 3 diatas !

More Related