Uchinchi darajali tenglamalarni yechish usullari
![Uchinchi darajali
t englamalarni y echish
usullari](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_1.png)
![Uchinchi darajali
t englamalarni y echish
1. Sodda usulda .
2. Grafik usulda .
3. Guruhlash usulida ( А , В , С )
4. Tanglash usulida .
5. Sun’iy usulda](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_2.png)
![1 . Oddiy usulda y echish
A1. Tenglamani ildizlarini toping
х ³ = 8
1. -2 ; 2;
2. 0;
3. ;
4. 2;
5. - .8 3
8](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_3.png)
![2. Grafi k usulda
A2. Berilgan quyidagi oraliqlarda
tenglamani yeching : - x 3
= x + 2 :
1. (0; + );
2. (-1; 0);
3. [-1; 0);
4. (-; -1);
5. (-3; -2]. y
- 3 - 2 - 1 0 1 2 3
- 1 0
- 9
- 8
- 7
- 6
- 5
- 4
- 3
- 2
- 1
0
1
2
3
4
5
6
7
8
9
1 0
xy = x + 2
y = - x 3](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_4.png)
![3. Guruhlash usuida
А 3 . Tenglama ildizlarining o’rta arifmetik
qiymatini toping
х ³ - 3 х ² - 4 х + 12 = 0
1) -1;
4) 2/3;
5) -3.2) 1/3;
3) 1;](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_5.png)
![Guruhlash usuli
В1.
б) Tenglama ildizlari yig’indisini toping
х ² + 6 х + 5 = ( х ² - 1)( х + 3)](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_6.png)
![Guruhlash usuli
в) Modul qatnashgan tenglamalarni
yechish. Tenglamaning eng katta
ildizini toping
| х - 2| х ² = 18 - 9 х
! E’tibor bering х ²:
18 - 9 х 0,≥
х 2.
≤](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_7.png)
![4. Tanlash usuli .
Tenglamani yeching :
х ³ - 3 х ² - 4 х + 12 = 0](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_8.png)
![5. Sun’iy usul
А 4 . Agar ko’phad
х ³ + 2,5 х ² + 5 х + 2
Ko’rinishda bo’lsa,
(2 х + 1)( ах ² + b х + с ),
Ularning yig’indisi а+ b +с
5) 5.4) 3,5; 2) 2,5 ;1) 4,5 ;
3) 3;
Yechish](/data/documents/b535791c-e241-4392-87d6-a75776c12305/page_9.png)
Uchinchi darajali t englamalarni y echish usullari
Uchinchi darajali t englamalarni y echish 1. Sodda usulda . 2. Grafik usulda . 3. Guruhlash usulida ( А , В , С ) 4. Tanglash usulida . 5. Sun’iy usulda
1 . Oddiy usulda y echish A1. Tenglamani ildizlarini toping х ³ = 8 1. -2 ; 2; 2. 0; 3. ; 4. 2; 5. - .8 3 8
2. Grafi k usulda A2. Berilgan quyidagi oraliqlarda tenglamani yeching : - x 3 = x + 2 : 1. (0; + ); 2. (-1; 0); 3. [-1; 0); 4. (-; -1); 5. (-3; -2]. y - 3 - 2 - 1 0 1 2 3 - 1 0 - 9 - 8 - 7 - 6 - 5 - 4 - 3 - 2 - 1 0 1 2 3 4 5 6 7 8 9 1 0 xy = x + 2 y = - x 3
3. Guruhlash usuida А 3 . Tenglama ildizlarining o’rta arifmetik qiymatini toping х ³ - 3 х ² - 4 х + 12 = 0 1) -1; 4) 2/3; 5) -3.2) 1/3; 3) 1;