√ Contoh Konversi Bilangan Desimal ke Heksadesimal

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.

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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.

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

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

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 2_{10 =} 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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