Задание № 2
В данном задании необходимо перевести ряд чисел из одной системы счисления в другую и сложить несколько чисел.
Задание формулируется следующим образом: 50410= ...2 , что означает "перевести число 504 из десятичной системы в двоичную". Решение должно быть подробным, например: 10000012= ...10 :
Решение: |
10000012 |
= |
1*26 |
+ |
0*25 |
+ |
0*24 |
+ |
0*23 |
+ |
0*22 |
+ |
0*21 |
+ |
1*20 |
= |
|
|
|
= |
1*64 |
+ |
0*32 |
+ |
0*16 |
+ |
0*8 |
+ |
0*4 |
+ |
0*2 |
+ |
1*1 |
= |
|
|
|
= |
64 |
+ |
0 |
+ |
0 |
+ |
0 |
+ |
0 |
+ |
0 |
+ |
1 |
= |
6510 |
Варианты:
|
40510= ...2 |
2095910= ...16 |
1000111112= ...10 |
17708= ...10 |
|
33510= ...2 |
2123910= ...8 |
1010101012= ...10 |
А2В016= ...10 |
|
60710= ...2 |
2343510= ...16 |
1000010012= ...10 |
23718= ...10 |
|
40510= ...2 |
3941210= ...8 |
1011011002= ...10 |
16E516= ...10 |
|
65510= ...2 |
2207110= ...16 |
1100001112= ...10 |
17168= ...10 |
|
38410= ...2 |
2287110= ...8 |
1100011002= ...10 |
1FA916= ...10 |
|
40910= ...2 |
2814810= ...16 |
1001100002= ...10 |
11348= ...10 |
|
62110= ...2 |
2683710= ...8 |
1011011012= ...10 |
153D16= ...10 |
|
34410= ...2 |
3405110= ...16 |
1011000012= ...10 |
16778= ...10 |
|
59310= ...2 |
3550510= ...8 |
1100000102= ...10 |
17FC16= ...10 |
|
59510= ...2 |
3924010= ...16 |
1010010002= ...10 |
17428= ...10 |
|
60810= ...2 |
3525310= ...8 |
1010101002= ...10 |
13D816= ...10 |
|
68110= ...2 |
2445510= ...16 |
1010011112= ...10 |
14468= ...10 |
|
69310= ...2 |
2309810= ...8 |
1010000002= ...10 |
186B16= ...10 |
|
40110= ...2 |
3046610= ...16 |
1011100102= ...10 |
10378= ...10 |
|
52810= ...2 |
2975210= ...8 |
1010111012= ...10 |
13F116= ...10 |
|
58210= ...2 |
3879510= ...16 |
1100001002= ...10 |
14208= ...10 |
|
35110= ...2 |
2161210= ...8 |
1001111012= ...10 |
18A116= ...10 |
|
49810= ...2 |
2089710= ...16 |
1001011002= ...10 |
13718= ...10 |
|
60410= ...2 |
3652210= ...8 |
1010100012= ...10 |
18C716= ...10 |
|
64810= ...2 |
2237010= ...16 |
1011011002= ...10 |
10158= ...10 |
|
39110= ...2 |
2629510= ...8 |
1100011012= ...10 |
1A3B16= ...10 |
|
69710= ...2 |
2613510= ...16 |
1001111112= ...10 |
16728= ...10 |
|
66710= ...2 |
3513010= ...8 |
1001011002= ...10 |
1ABA16= ...10 |
|
55410= ...2 |
3678910= ...16 |
1001111102= ...10 |
15418= ...10 |
|
64910= ...2 |
2420210= ...8 |
1100011112= ...10 |
1ВА016= ...10 |
|
37310= ...2 |
3275210= ...16 |
1011000102= ...10 |
15008= ...10 |
|
37710= ...2 |
3812510= ...8 |
1100000012= ...10 |
E3F116= ...10 |
|
38910= ...2 |
2670110= ...16 |
1001011012= ...10 |
10038= ...10 |
|
90510 = ...2 |
1236510 = ...16 |
1110111112 = ...10 |
17208 = ...10 |
|
23610 = ...2 |
7896510 = ...8 |
1111101012 = ...10 |
АСВ216 = ...10 |
|
55610 = ...2 |
1478510 = ...16 |
1000000012 = ...10 |
45628 = ...10 |
|
88610 = ...2 |
9632510 = ...8 |
1011100102 = ...10 |
19EА16 = ...10 |
|
35710 = ...2 |
4563210 = ...16 |
1111001012 = ...10 |
171616 = ...10 |
|
89610 = ...2 |
9546310 = ...8 |
1111111002 = ...10 |
6D2516 = ...10 |
|
26510 = ...2 |
3366410 = ...16 |
1010000002 = ...10 |
442238 = ...10 |
|
95110 = ...2 |
9955610 = ...8 |
1011111012 = ...10 |
4A3D16 = ...10 |
|
34910 = ...2 |
8856410 = ...16 |
1011011012 = ...10 |
335568 = ...10 |
|
75210 = ...2 |
7935810 = ...8 |
1100000002 = ...10 |
BFF516 = ...10 |
|
14910 = ...2 |
2139710 = ...16 |
1010010012 = ...10 |
77338 = ...10 |
|
48910 = ...2 |
3652810 = ...8 |
1100101002 = ...10 |
15DF16 = ...10 |
|
34910 = ...2 |
3657910 = ...16 |
1110010012 = ...10 |
194616 = ...10 |
|
45910 = ...2 |
1254910 = ...8 |
1011111002 = ...10 |
596B16 = ...10 |
|
92610 = ...2 |
3459710 = ...16 |
1011111102 = ...10 |
55378 = ...10 |
|
65110 = ...2 |
8547910 = ...8 |
1110111012 = ...10 |
1DF116 = ...10 |
|
77110 = ...2 |
1247910 = ...16 |
1101101012 = ...10 |
142016 = ...10 |
|
52310 = ...2 |
2255810 = ...8 |
1010010102 = ...10 |
577D16 = ...10 |
|
58210 = ...2 |
9966310 = ...16 |
1010101102 = ...10 |
33558 = ...10 |
|
66910 = ...2 |
7744110 = ...8 |
1010101012 = ...10 |
449616 = ...10 |
|
88710 = ...2 |
7755310 = ...16 |
1101010002 = ...10 |
33218= ...10 |
Сложите следующие числа:
|
1ABA16+1ВА016+ E3F116= ...16 |
|
10038+15008+15418= ...8 |
|
1011000102+1100000012+1001011012= ...2 |
|
210A16 + 18E716 + 177316 = ...16 |
|
13148 + 21718 + 10248= ...8 |
|
110000102 + 101111112 + 100110002= ...2 |
|
1E0A16 + 22FA16 + 1A8716= ...16 |
|
10478 + 20178 + 20468= ...8 |
|
101010012 + 101111112 + 101111002 = ...2 |
|
202416 + 21F916 + 1ED816= ...16 |
|
12028 + 21658 + 14148= ...8 |
|
110110112 + 111110012 + 100100002= ...2 |
|
220116 + 180E16 + 1E2316= ...16 |
|
10308 + 21358 + 12528= ...8 |
|
100111012 + 111101102 + 111110002= ...2 |
|
1F5D16 + 1CA116 + 1A1116= ...16 |
|
10248 + 16268 + 13378= ...8 |
|
10001111 + 11001110 + 11000010= ...2 |
|
22E816 + 1B9E16 + 207E16= ...16 |
|
12348 + 12228 + 16658= ...8 |
|
101100012 + 100000102 + 100100012= ...2 |
|
1CB316 + 1B1616 + 201C16= ...16 |
|
16428 + 22308 + 13228= ...8 |
|
110001112 + 111001002 + 100101002= ...2 |
|
1B6816 + 1BC916 + 1CE816= ...16 |
|
11458 + 12558 + 13638= ...8 |
|
100011112 + 111010112 + 100100002= ...2 |
|
1CF716 + 20EC16 + 220716= ...16 |
|
14358 + 10748 + 16548= ...8 |
|
100001012 + 111110002 + 100010002= ...2 |
|
3E6B16 + 89E116 + 6DB116= ...16 |
|
74248 + 25168 + 34568= ...8 |
|
11110001 + 10111110 + 11110010= ...2 |
|
55F816 + 9D5E16 + B93E16= ...16 |
|
36548 + 77448 + 33558= ...8 |
|
100011112 + 111111102 + 111000012= ...2 |
|
6AD316 + 72B616 + 501E16= ...16 |
|
45638 + 24008 + 70348= ...8 |
|
1100001002 + 111000002 + 100101112= ...2 |
|
1BF616 + 10D916 + 8CA216= ...16 |
|
22668 + 10338 + 45078= ...8 |
|
111111112 + 111000012 + 100111102= ...2 |
|
1C2A16 + 25BC16 + 2EF716= ...16 |
|
47238 + 25368 + 44678= ...8 |
|
101101112 + 100100102 + 100111012= ...2 |
|
10B516 + 1D2816 + 2A5E16= ...16 |
|
95AA16 + 15E016 + 14A316= ...16 |
|
34628 + 41358 + 25758= ...8 |
|
101100012 + 100111102 + 101011112= ...2 |
|
52A216 + 6EBA16 + 10A516= ...16 |