√ Contoh Konversi Bilangan Desimal ke Heksadesimal

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Contoh Konversi Bilangan Desimal ke Heksadesimal – Agar kita lebih jago dlm mengkonversi bilangan desimal ke heksadesimal maka di halaman ini kita akan menawarkan pola soal & balasan yg banyak sekali variasinya.

Bagi temen-temen yg belum paham perihal artikel macam-macam bilangan ini, temen-temen mampu menyaksikan artikel yg serupa di kategori teknik digital yg ada di situs siswapedia ini.

Contoh
Konversi Bilangan Desimal ke Heksadesimal

Ubahlah
bilangan desimal berikut ini ke dlm bentuk penulisan bilangan heksadesimal
dengan benar!.

Bilangannya berturut-turut
yaitu 79, 90, 125, 248, 300, 304, 315, 350, 360, 390, 404, 1340, 2600, 4009,
7000, 9040 & 10300.

Contoh Konversi Bilangan Desimal ke Heksadesimal

Jawaban

79/16 = 4 (15/16) -> sisa 1510 = F16

4/16 = 0 (4/16) -> sisa 410 = 416

Makara nilai 7910 = 4F16

90/16 = 5 (10/16) -> sisa 1010 = A16

5/16 = 0 (5/16) -> sisa 510 = 516

Makara nilai 9010 = 5A16

Artikel terkait: Pengertian & contoh bilangan heksadesimal

125/16 = 7 (13/16) -> sisa 1310 = D16

7/16 = 0 (7/16) -> sisa 710 = 716

Makara nilai 12510 = 7D16

248/16 = 15 (8/16) -> sisa 810 = 816

15/16 = 0 (15/16) -> sisa 1510 = F16

Kaprikornus nilai 24810 =F816

300/16 = 18 (12/16) -> sisa 1210 = C16

18/16 = 1 (2/16) -> sisa 210 =216

1/16 = 0 (1/16) -> sisa 110 = 116

Makara nilai 30010 = 12C16

304/16 = 19 (0/16) -> sisa 010 = 016

19/16 = 1 (3/16) -> sisa 310 = 316

1/16 = 0 (1/16) -> sisa 110 = 116

Makara nilai 30410 = 13016

315/16 = 19 (11/16) -> sisa 1110 = B16

  √ Konversi Bilangan Biner ke Heksadesimal

19/16 = 1 (3/16) -> sisa 310 = 316

1/16 = 0 (1/16) -> sisa 110 = 116

Jadi nilai 31510 = 13B16

350/16 = 21 (14/16) -> sisa 1410 = E16

21/16 = 1 (5/16) -> sisa 510 = 516

1/16 = 0 (1/16) -> sisa 110 = 116

Jadi nilai 35010 = 15E16

360/16 = 22 (8/16) -> sisa 810 = 816

22/16 = 1 (6/16) -> sisa 610 = 610

1/16 = 0 (1/16) -> sisa 110 = 116

Makara nilai 36010 = 16816

390/16 = 24 (6/16) -> sisa 610 = 616

24/16 = 1 (8/16) -> sisa 810 = 816

1/16 = 0 (1/16) -> sisa 110 = 116

 Makara nilai 39010
= 18616

Artikel terkait: Contoh konversi biner ke desimal & sebaliknya

404/16 = 25 (4/16) -> sisa 410 = 416

25/16 = 1 (9/16) -> sisa 910 = 916

1/16 = 0 (1/16) -> sisa 110 = 116

Makara nilai 40410 = 19416

1340/16 = 83 (12/16) -> sisa 1210 = C16

83/16 = 5 (3/16) -> sisa 310 = 316

5/16 = 0 (5/16) -> sisa 510 = 516

Jadi nilai 134010 = 53C16

2600/16 = 162 (8/16) -> sisa 810 = 816

162/16 = 10 (2/16) -> sisa 210 = 216

10/16 = 0 (10/16) -> sisa 1010 = A16

Kaprikornus nilai 260010 = A2816

4009/16 = 250 (9/16) -> sisa 910 = 916

250/16 = 15 (10/16) -> sisa 1010 = A16

15/16 = 0 (15/16) -> sisa 1510 = F16

Makara nilai 400910 = FA916

7000/16 = 437 (8/16) -> sisa 810 = 816

437/16 = 27 (5/16) -> sisa 510 = 516

27/16 = 1 (11/16) -> sisa 1110 = B16

1/16 = 0 (1/16) -> sisa 110 = 116

Jadi nilai 700010 = 1B5816

9040/16 = 565 (0/16) -> sisa 010 = 016

  √ Pengertian dan Contoh Bilangan Heksadesimal

565/16 = 35 (5/16) -> sisa 510 = 516

35/16 = 2 (3/16) -> sisa 310 = 316

2/16 = 0 (2/16) -> sisa 210 = 216

Kaprikornus nilai 904010 = 235016

Artikel lainnya: Bilangan biner & bilangan desimal

10300/16 = 643 (12/16) -> sisa 1210 = C16

643/16 = 40 (3/16) -> sisa 310 = 316

40/16 =2 (8/16) -> sisa 810 = 816

2/16 = 0 (2/16) -> sisa 210 = 216

Jadi nilai 1030010 = 283C16

Demikianlah pola konversi bilangan desimal ke heksadesimal
, jika ada pertanyaan mampu ditulis di bawah ini.

Daftar Pustaka:

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