This document provides examples of converting between different numeric bases, including: 1. Octal to binary, hexadecimal, and decimal. 2. Hexadecimal to binary, octal, and decimal. Ten problems are provided for each conversion type with the answers provided. The conversions include changing between bases such as octal to binary as well as performing calculations within a base like hexadecimal to decimal.

1. NAMA : EKO MURDIANTO PRAKOSO
NIM : D1042151029
Konversi Bilangan Octal
1. 1768 =
2. 958 =
3. 2298 =
4. 9948 =
5. 2808 =
6. 968 =
7. 608 =
8. 788 =
9. 2038 =
10. 918 =
Jawaban
Octal ke Biner
1. 1768 =
1 = 001
7 = 111
6 = 110
Biner= 0011111102
2. 958 =
9 = 001
5 = 101
Biner= 0011012
3. 2298 =
2 = 010
2 = 010
9 = 001
Biner= 0100100012
4. 9948 =
9 = 001
9 = 001
4 = 100
Biner= 0010011002

2. 5. 2808 =
2 = 010
8 = 000
0 = 000
Biner= 0100000002
Octal ke Hexadecimal
6. 268 =
2 = 010
6 = 110
= 01 0110
1 6
Hexadecimal =1616
7. 608 =
6 = 110
0 = 000
= 11 0000
3 0
Hexadecimal =3016
8. 758 =
7 = 111
5 = 101
= 11 1101
3 D
Hexadecimal =3D16
Octal ke Decimal
9. 2038 = (2 x 82
)+ (0 x 81
)+(3 x 80
) = 128 + 0 + 3 = 13110
10. 718 = (7 x 81
) + (1 x 80
) = 56 + 1 = 5710

3. Konversi bilangan Hexadecimal
1. 6D16 =
2. 3416 =
3. 6F16 =
4. 2816 =
5. 5D16 =
6. 4E16 =
7. 4816 =
8. 2C16 =
9. 3F16 =
10. 6216 =
Jawaban
Hexadecimal ke Biner
1. 6D16 =
= 6 D
= 0110 1101
= 011011012
2. 3416 =
= 3 4
= 0011 0100
= 001101002
3. 6F16 =
= 6 F
= 0110 1111
= 011011112
4. 2816 =
= 2 8
= 0010 1000
= 001010002
5. 5D16 =
= 5 D
= 0101 1101
= 010111012

4. Hexadecimal ke Octal
6. 4E16 =
4 = 0100
E = 1110
= 01 001 110 = 1168
7. 4816 =
4 = 0100
8 = 1000
= 01 001 000 = 1108
8. 2C16 =
2 = 0010
C = 1100
= 00 101 100 = 548
Hexadecimal ke Decimal
9. 3F16 = (3 x 161
)+ (15 x 160
) = 48 + 15 = 6310
10. 6216 = (6 x 161
) + (2 x 160
) = 96 + 2 = 9810