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( 3 ) G.D'B14mvk
Har bir TALABA O'Z VARIANTINING MUVOFIQ NAMUNINI HELDI VA KERAK
TOʻLIQ ASARNI PDF FORMATDA TIZIMGA https:iilms.tuit.uz YUKLAB OLISH
TALABANING VARIANT O‘lchami GURUH JURNALIDAGI SERIAL NOMERGA MUVOFIQ KELADI.
TIZIMGA NOGROQ YUKLANGAN ISHGA NO BAL BERILADI.
TOSHKENT UNIVERSITETI
AXBOROT TEXNOLOGIYALARI
MUHAMMAD AL.XORDZMIY NOMIDAGI
| Masalan, guruh jurnalidagi talaba tartib raqami bo‘yicha 7-o‘rinda bo‘lsa, u holda talabaning varianti .Ue7 bo‘ladi va u quyidagi misollardan aynan Ue7 misolini yechishi kerak.
MATRIKS MARTANI ANIQLASH. MATRISA DARAJASINI HISOBI UCHUN VOYATGA BO‘LMAGANLAR USULI. MARTANI HISOBLASH
EKVVVALENT TRANSFORMATSIYALAR YORDAMIDA MATRIXLAR.
MASHQ
X-o'lgan talaba varianti
1. Matritsaning darajasini quyidagi usullar bilan aniqlang.
A-prior,
Chegaradosh voyaga etmaganlarning yordami bilan
H) Ekvivalent transformatsiyalar yordamida-
3 )
teskari matritsasi. teskari matritsani xisoblash USULLARI.
MASHQ
Agar biz rus alifbosidagi harflarni quyidagi tarzda talaffuz qilsak va obel uchun bir nechta pinning belgilari biz 0 raqamini taqqoslaymiz,
n yedi
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A
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G)
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IN
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G-
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VA
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V I
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12
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13
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14
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15
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16
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Keyin quyidagi vazifalarni bajaring
Berilgan matritsaga muvofiq, mos variant matnini kodlang.
2, 1b10 o'rash matritsasi yordamida berilgan kodlangan matnni dekodlash
Z. Talabaga o‘zicha berilgan matnni ixtiyoriy tartibli matritsa yordamida kodlaydigan va kodlangan matnni dekodlovchi dastur yaratish taklif etiladi (dasturlash tilini tanlash ixtiyoriy).
Yo'q.
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Matritsa
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Keyingi matnni kodlash
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Quyidagi kodni dekodlang
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4
31)
1
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Dengiz bo'yidagi yashil eman
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Amalda, ular ushbu satr uchun kodlash va dekodlashni ko'rsatdilar
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Eman daraxtidagi oltin zanjir:
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36, 23, 36, 21.37, 26, 35, 34, 1, 1,
30, 17, 14, 8, 37, 19
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2
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4
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Kechayu kunduz mushuk esa olimdir
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22, 19, 49, 44, 14, 14, 24, 23,82,
64, 96, 72
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h
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2 soat
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1
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Har bir narsa zanjirda aylana va aylana oladi;
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46, 66, 50, 66, 53, 63, 14, 14, 22,
23, 46, 64, 48, 72
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4
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|
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O'ngga o'tadi - qo'shiq boshlanadi,
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84, 26, 120, 34, 162, 43, 20, 5, 98,
26, 90, 24, 82, 24, 49, 16, 125, 35,
6 19
| 3 )
5
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2
7
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1
3
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Chap - ertakni aytib beradi.
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50, 167, 63, 204, 50, 170, 12, 42,
38, 128, 46, 153, 37, 129
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6
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7
2
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s 1
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Mo''jizalar bor: goblin u erda aylanib yuradi,
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46 1546 14 68 2237 12 193 56
169 50 13038 15 5 16349 45
12336 13540 42 12
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7
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1
2
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23
5
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Suv parisi shoxlarga o'tiradi;
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20, 41, 23, 50, 28, 70, 41, 102, 384
86, 82, 193
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8
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5
2
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U erda noma'lum yo'llarda
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84, 34, 92, 37, 130, 55, 71, 35, 28,
14, 45, 22, 110, 46, 122, 49
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9
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-4 -1
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Ko'rinmas hayvonlarning izlari;
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48, -62, 76, -96, 15, -20, 54, -66,
17, -28, 36, -42, D, -4
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10
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2 1
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Tovuq oyoqlarida kulba
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34, 88, $6, 148, 10, 25, 9, 23, 61,
162, 39, 98
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P
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- 2
1 1
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Derazasiz, eshiksiz stendlar;
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-29, 15, -58, 38, -45,35, -59, 44, 22, 11, -34, 20, -56, 36, -10,5
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12
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-2
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U erda o'rmon va vahiy vodiylari to'la;
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-42, 72, -47, 78, -24, 42, -30, 48, 73, 128, -25, 38, -40, 63, -39, 65, 2 30
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13
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- 3
2
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O‘sha yerda, tong otganda, to‘lqinlar keladi
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-53, 37, -61, 46, -70, 52, -30, 25, 93, 64, -19, 19, -49, 39, -66, 46, 71 57
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14
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- 5 -2
2 1
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Qumli va bo'm-bo'sh qirg'oqda,
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-181, 75, -58, 26, -60, 27, -158, 69,
-40, 20, -62, 28, -110, 46, -50, 20, 27 12 -100 44 -11 5 -8 35
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15
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-1
V 4
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Va o'ttizta go'zal ritsar
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-31, 105, -14, 55, -51, 171, -31,
109, -6, 18, -35, 123, -26, 88, -12,
39 -11 -21 7 -1 $4
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16
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2
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Bir qator tiniq suvlar paydo bo'ladi,
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0, 3, 4, 8, 14, 2, 14, 1, 12, -6, 164 1,
22, -6, 15, -6, 7, -1, -3, 9, 14, -4
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17
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Ularning amakilari dengizdir.
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88, 75, 96, 81, 81, 70, 102, 86, 17,
17, 124, 134, 115, 109, 91,
109 94 123 103 96 80
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18
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6
15
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O'tayotganda malika bor
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84, 21, 34, 96, 28, 104, 30,
162, 48, 132, 33, 83, 26, 8, 2, 54,
15, 73, 20, 105, 30, 149, 40
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19
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Dahshatli shohni asir qiladi;
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34, 186, 36, 200, 31, 170, 32, 178,
28, 150, 19, 111, 16, 81, 44, 235,
11 66.3, 17 19, 104, 19, 114
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20
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7
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4
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U erda bulutlar ichida odamlar oldida
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-36, 131, -36, 129, -37, 137, -69,
247, -16, 64, -40, 143, -37, 130, 204, -36, 126,
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21
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7
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2
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O'rmonlar orqali, dengizlar orqali
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55, 96, 62, 16, 22, 4, 7, 62,
107, 66, 1 14, 76, 129, 19, 33,
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22
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10
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1
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Sehrgar qahramonni olib yuradi;
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-225, 206, -41, 39, -223, 203, -81,
75, -181, 166, -66, 60, -285, 260,
222 203 -176 160
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23
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-12
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-1
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TSM“ICSda ca#dpa qayg'urmoqda,
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-244, 225, -43, 41, -243, 223, -87,
81, -209, 194, -132, 121, -42, 39, 164, 1523-210, 194
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24
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-2
9
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-1
4
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Va jigarrang bo'ri unga sadoqat bilan xizmat qiladi;
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-27, 120, -7, 29, -37, 166, -50, 220, -65, 285, -64, 285, -22, 884 -50,
216, -57, 242
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25
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|
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Baba Yaga bilan stupa bor
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33, 16, 174, 79, 120, 104, 49, 146,
67, 119, 54,27, 123 zo
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26
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-6
5
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Ketadi, o'z-o'zidan kezadi,
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-90, 76, -136, -30, 25, -120,
103, -115, 99, -136, 116, -66, 55,80 7 -54 4 -6 5
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27
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o'n bir
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1
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U erda qirol Kashchey oltinga chanqoq bo'ladi;
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160, 146, 236, 216, 55, 50, 105, 96,
126, 115, 79, 73, 363, 330
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28
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2
-7
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4
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Rus ruhi bor - u erda Rossiyaning hidi!
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14, -41, 22, -70, -11, 45, 45, -150,
47, -159, -3, 12, 15, -50
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29
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-3
2
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1
-1
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Mana, men asal ichdim;
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-45, 23, -40, 25, 11, -12, 2, 10, 11, -75, $4, -42, 26, 18, -18, -18,
30, -72, 46, -35, 20, -184 12
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-3
2
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-4 soat
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Men dengiz bo'yida yashil eman daraxtini ko'rdim;
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-10, 7, -67, 48, -117, 83, -111, 76, 12, 9, -66, 48, -124, 88, -170, 123
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31
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Z 4 2 Z
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Uning ostida o'tirib, mushuk esa olimdir
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113, 80, 122, 90, 63, 47, 109, 78,
18, 12, 123, 88, 88, 62, 39, 27, 38,
27 78,57 54 38
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32
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5 2
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U menga ertaklarini aytib berdi
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49, 85, 51, 87, 48, 85, 48, 80, 28,
47, 19, 35, 67, 115, 71, 128, 18, 30
| 3 )
CHIZIQLI ALGEBRAIK TENGLAMALAR TIZIMI VA
ULARNI YECHISH USULLARI.
OBJECTIVE MV
Berilgan chiziqli algebraik tenglamalar tizimlari uchun quyidagi topshiriqlarni bajaring:
“4=9” bosh matritsasini tuzing
Kattalashtirilgan B matritsasini tuzing
Asosiy matritsaning darajasini toping ?
Kengaytirilgan opKV=9 matritsaning darajasini toping
Paragrafning 4) va 5) xulosalariga asoslanib, tizim qo'shma ekanligiga javob bering?
Agar tizim izchil bo'lsa, u holda tizimni Kramer usuli bilan hal qiling
2X1 - X2 - 3X3 = 4, (3x1 X2 2x3 1,
1.1. a) 3x1 + 2x2 - 3x3 - - 15, b) + 3x2 + x3 = 7, xm - 4x2 - 3x3x2 3x3 b.
3x1 + - 5x3 o, 3x1 + - 2x3 \u003d 6,
1.2, a) 2x1 + 3x3 = 7, 5x1 - 3x2 + 2x3 =
4xv + - 13x3 2..4xt - 2x2 - 3x3
4x1 - xa + 2x3 1,2x1 - + 2x3
1.3. a) 2x1 - 3x2 - xs \u003d 7, X1 + + 2x3 -4,
-2x1 + 8x2 + 5x3 \u003d 10 4x1 + xa + 4x3 -3, 4x1 + 2x2 - xs 11,3x1 - + xs - 11,
a) 3x1 - + 4x3 \u003d -6, 5x1 X2 H - 2x3 B,
5x1 + - 6x3 = 26. X1 + 2x2 4x3 = 16. 2x1 + - 5x310,x1 - 3x2 - xs 1,
1.5. a) 3x1 - 3x2 + 4x3 \u003d 1,2X1 X? X3 \u003d -7 * 1 + 11x2 - 14x3 \u003d 18,2x1 -xs -3x3 \u003d 5.
5x1 - 4x2 + xs = 6,
1.6. a) 3x1 + 2x2 - x3 b) l 4X1 - 3x2 - 2x3 = 1, .x1 + 8x2 - 3x3 = 2. 2xm - x, + 3x3 1
4- 3x3 s, 'ZX1 X? 2x3 = 1,
1.7. a) 5x1 + 2x2 - xzX1 3X2 H-Xz \u003d 7,
.2xj + 3x3 = 6.
5x1 + -4x3 \u003d -3,3x1 + 2x2 -3x3 -2,
1.8. a) 2x1 -3x2 + 2x3 -- 13, + X2 + 2X3 5,
- 10x2 -3x3 \u003d 303x1 + 2x2 -2x3 \u003d -1.
2x1 + 6x2 - zxz \u003d -3.2x1 - X? + 5x3 - 27,
1.9. a) 3x1 - 2x2 + xs -- 12,5x1 + 2x2 + 13x3 = 70,
.X1 + 14x2 - 7x33x1
3x1 - 2x2 + xs4x1 + H - 3x3
1, 10, a)
1.12, a)
1.13, a)
1.14, a)
1.15, a)
1.16, a)
1.17, a)
1.18, a)
1.19, a)
1.20, a)
1.21, a)
1.22, a)
7x, - 9x2 + 5x3 -10,
2x1 + 3x2 - 2x3 = 2,
2xv - 3x2 + xs -1,
5x2 + 2x3 = 2, 4x1 - X2 + 4x3 = h.
3x1 + - 4x3 + 2x2 - xs
= 10.
4x1 + X? - 3x3 -4,
2x1 - 3x2 + hzb,
2x1 - 10x2 + 6x3 = 10
3x1 + 7x2 - xs \u003d 1,
2x1 + 15x2 + xs = 10, 4x1 - - 3x3 10.
5xj -X2 - HE = Z,
+ 3x2 + 7x3 = in, X, X? 3x3 = 7.
- 3x3 = 5, h - 7x2 + xs = 14,
2x1 + 15x2 - 5x3 = -20.
3x1 A- 5x2 - xs \u003d 7,
2x1 + 11x2 - 5x3 = 6,
4x1 - + 3x3
X1 - X2 + 2x3 = 0
4xv + 3x34,
2
4x1 + - 3x3 = 1,
- 2x2 + xz2,
5xv - - 2x3
4X1 - + 3X3 \u003d -8, 5x1 7x3 \u003d s, xt + - 10x3s. 1 3x3 -2,
- ga + 2x3
x, - 2x2 - 3x3 h, + 3x2 - 5x3
2x1 + x2 - Bx3 = 4.
b
b) + 3X2 - 6X3-15. 4. xm + 3x2 - xzo, b) 4xj - 5x2 + x3
3x1 - X2 + 4x3
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