| Decimal (Base 10) |
Binary (Base 2) |
Hexadecimal (Base 16) |
Number of digits: | 10 |   |   |
Digits: |
0, 1, 2, 3, 4, 5, 6, 7, 8, 9 |   |   |
Counting: |
0 |   |   |
1 |   |   | |
2 |   |   | |
3 |   |   | |
4 |   |   | |
5 |   |   | |
6 |   |   | |
7 |   |   | |
8 |   |   | |
9 |   |   | |
10 |   |   | |
11 |   |   | |
12 |   |   | |
13 |   |   | |
14 |   |   | |
15 |   |   | |
16 |   |   | |
17 |   |   |
2) Convert 37510 to a binary (base 2) value.
3) Convert 37510 to a hexadecimal (base 16) value.
4) Convert 2BA16 to a decimal (base 10) value.
5) Perform the following arithmetic operations:
10010102 11000102 C B 3 1 A16 A 19 D 116
+11011102 - 10010112 + 7 3 A 1 816 - 4 A 7 316
6) Draw an 3-to-8 decoder.
6) Draw an 8-to-1 MUX.