|
|
|
|
  |
 
| 1 |
000110110100 (k=2, n=5) |
13 |
10010001
(k=1, n=3) |
25 |
00001011101 (k=4, n=2) |
| 2 |
1111 (k=1, n=0) |
14 |
11110001110 (k=3, n=2) |
26 |
1101100110011 (k=2, n=5) |
| 3 |
0110111001010011 (k=1, n=6) |
15 |
11100001010111 (k=3, n=1) |
27 |
1111001111 (k=2, n=4) |
| 4 |
-10,11100110010 (k=3, n=2) |
16 |
0,010010001 (k=2, n=1) |
28 |
-100,110101 (k=1, n=5) |
| 5 |
1100,1101
(k=1, n=4) |
17 |
11000,111
(k=5, n=5) |
29 |
111,000111 (k=4, n=3) |
| 6 |
-0,11101011001 (k=1, n=1) |
18 |
-0,101111
(k=3, n=1) |
30 |
1111,0010001 (k=3, n=4) |
| 7 |
11111110000 (k=3) |
19 |
0001011111 (k=3) |
31 |
00011100011101 (k=3) |
| 8 |
00010000100101 (k=3) |
20 |
0001110111001 (k=2) |
32 |
0111 (k=1) |
| 9 |
00000000111 (k=4) |
21 |
11000110011001010 (k=2) |
33 |
111110111110 (k=2) |
| 10 |
11101010
(k=2) |
22 |
111000100011 (k=2) |
34 |
00101010 (k=2) |
| 11 |
111110010000 (k=4) |
23 |
0001001001 (k=3) |
35 |
01010011000111 (k=1) |
| 12 |
11111011
(k=4) |
24 |
00000000
(k=2) |
36 |
1110010111 (k=2) |
Практическое занятие — 7
Теория
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