Operatsion tizimlar operatsion tizimning asosiy xarakteristikalari. Operatsion tizimlarning umumiy tavsiflari

2-topshiriq

Ushbu vazifani amalga oshirish to'liq matematik hisob-kitoblarni taqdim etish bilan raqamlarni bitta sanoq tizimidan boshqasiga o'tkazish uchun misollarni echishni o'z ichiga oladi (raqamlarning aniqligi beshinchi o'nli kasrgacha) va suzuvchi va sobit nuqta shakli.
Birinchi misolda raqamlarni o'nlikdan ikkilik, sakkizinchi va o'n oltinchi raqamlarga aylantirish kerak.
Ikkinchi misolda siz raqamlarni ikkilik tizimdan o'nli, sakkizli va o'n oltinchi raqamlarga aylantirishingiz kerak.
Uchinchi misolda suzuvchi nuqta raqamlari sobit nuqta shaklida ifodalanishi kerak.
Ish variantlari jadvalda aniqlanadi:

248,615 322,549

11001100,10101 11110001,11101

2.462E + 03 7.355E-02

5.526E + 04 1.254E-01

248.615 \u003d 8F.9D70FA (16) \u003d 370.47270 (8) \u003d 10111000.10011 (2)

248|16
240 15
8
0.615 * 16 =9.84
0.84*16 =13.44
0.44*16= 7.04
0.04*16 = 0.64
0.64*16 = 10.24
248|8
248 31|8
0 24 3
7
0.615*8 =4.92
0.92*8 = 7.36
0.36*8 = 2.88
0.28*8=7.04
0.04*8 = 0.32
248 |2
248 124|2
0 124 62 |2
0 62 31 |2

1. 
   30 15|2
   
2. 
   14 7|2
   

1 6 3 |2
1 2 1
0
0.615*2 = 1.23
0.23*2 = 0.46
0.46*2 = 0.92
0.92*2 = 1.84
0.84*2 = 1.68
322.549 \u003d 142.8C8B4 (16) \u003d 502.43105 (8) \u003d

101000010.10001 (2)

322|8
320 40 |8
2 40 5
0
0.549*8= 4.392
0.392 * 8 = 3.136
0.136 * 8 = 1.088
0.088 * 8 = 0.704
0.704 * 8 = 5.632 322|16
320 20 |16
2 16 1
4
0.549*16 =8.784
0.784 * 16 =12.544
0.544*16 =8.704
0.704*16 =11.264
0.264*16 = 4.224
322 |2
322 161|2

1. 
   160 80 |2
   
2. 
   80 40 |2
   

0 40 20 |2
0 20 10 |2
0 10 5 |2

1. 
   4 2 |2
   
2. 
   2 1
   

0
0.549 *2 = 1.098
0.098*2 = 0.196
0.196*2 = 0.392
0.392*2 = 0.784
0.784 *2 = 1.568
11001100.10101 \u003d 204.65625 (10) \u003d 314.52 (8) \u003d CC.A8 (16)
11110001.11101 \u003d 241.90625 (10) \u003d 361.72 (8) \u003d F1.E8 (16)
2.462E + 03 \u003d 2462
7.355E-02 \u003d 0.07355
5.526E + 04 \u003d -55260
1.254E-01 \u003d 0.1254