№6 Fan bobi-1; Fan bo’limi-2; Qiyinlik darajasi-3;
Hisoblang
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-3
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4
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-6
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-10
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№7 Fan bobi-1; Fan bo’limi-2; Qiyinlik darajasi-2;
Uchinchi tartibli matrisaning bitta satrini 2 soniga ko’paytirilsa bu matrisaga mos determinant qiymati qanday o’zgaradi?
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determinant qiymati 2 martaga ko’payadi
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determinant qiymati 8 martaga ko’payadi
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determinant qiymati 4 martaga ko’payadi
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determinant qiymati 16 martaga ko’payadi
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№8 Fan bobi-1; Fan bo’limi-2; Qiyinlik darajasi-2;
Determinant qiymatini toping:
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-2
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8
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-5
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-4
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№9 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-2;
№10 Fan bobi-1; Fan bo’limi-2; Qiyinlik darajasi-2;
Determinantni…
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faqat kvadrat matritsa uchun hisoblash mumkin
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faqat birlik va kvadrat matritsa uchun hisoblash mumkin
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faqat diagonal va xos matritsa uchun hisoblash mumkin
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faqat nol va kvadrat matritsa uchun hisoblash mumkin
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№11 Fan bobi-1; Fan bo’limi-2; Qiyinlik darajasi-2;
Nol satrli kvadrat matritsa determinanti
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0 ga teng
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-7 ga teng
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-1 ga teng
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Aniq emas
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№12 Fan bobi-1; Fan bo’limi-2; Qiyinlik darajasi-3;
№13 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-2;
Transponirlangan matritsaning determinantidan matritsa determinantini ayirmasi…
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0 ga teng
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berilgan matritsa determinantiga teng
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1 ga teng
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berilgan matritsa determinantini teskari ishora bilan olinganiga teng
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№14 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-2;
Teskari matritsa faqat quyidagi holda mavjud:
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xosmas matritsa uchun
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nol xosmas matritsa uchun
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ihtiyoriy kvadrat matritsa uchun
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ihtiyoriy kvadrat matritsa uchun
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№15 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-3;
O’zaro teskari matritsalar ko’paytmasi…
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birlik matritsaga teng
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Doim nol matritsaga teng
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birinchi ustun matritsaga teng
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Doim satr matritsaga teng
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№16 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-3;
№17 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-2;
Chiziqli tenglamalar sistemasi yechimga ega, faqat va faqat…
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asosiy matritsa rangi kengaytirilgan matritsa rangiga teng bo’lsa
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asosiy matritsa rangi kengaytirilgan matritsa rangidan 2taga ortiq bo’lsa
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asosiy matritsa rangi kengaytirilgan matritsa rangidan 1taga kam bo’lsa
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asosiy matritsa rangi kengaytirilgan matritsa rangidan kichik bo’lsa
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№18 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-2;
Chiziqli tenglamalar sistemasining o’ng tomoni , bir jinsli tenglamalar sitemasi deyiladi.
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nol vektorga teng bo’lsa
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faqat ikkilardan iborat bo’lsa
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faqat manfiy sonlardan iborat bo’lsa
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faqat birlardan iborat bo’lsa
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№19 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-3;
Tenglamalar sistemasini yeching
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№20 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-2;
Chiziqli tenglamalar sistemasida , uni Kramer usulida yechish mumkin.
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asosiy matritsa kvadrat xosmas matritsa bo’lsa,
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asosiy matritsa faqat birlardan tashkil topgan bo’lsa,
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asosiy matritsa faqat no1lardan tashkil topgan bo’lsa,
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asosiy matritsa kvadrat xos va kvadrat matritsa bo’lsa,
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№21 Fan bobi-1; Fan bo’limi-3; Qiyinlik darajasi-3;
Tenglamalar sistemasini yeching
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