Оliy vа o’rtа mахsus tа’lim vаzirligi

4.17. kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.
4.18. kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.
4.19. kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.
4.20. F = x<sub>1</sub><sup>2</sup> + 5 x <sub>2</sub><sup>2</sup> -4x<sub>3</sub><sup>2</sup> + 2 x <sub>1</sub>x<sub>2</sub> -4x<sub>3</sub>x<sub>1</sub> kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.
4.21. kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.
4.22. kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.
4.23. kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.
4.24. F= х<sub>1</sub> х<sub>2</sub> +х<sub>1</sub> х<sub>3</sub> +х<sub>2</sub> х<sub>3</sub> kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.
4.25. Barcha shunday sonlarni topingki, bunda b vektor vektorlarning chizqli kombinatsiyasi orqali ifodalansin.
4.26. = kavdratik formalarni a)to’la kbadrat ajratish:
b)xos bo’lmagan orthogonal almashtirishlar yordamida kanonik ko`rinishga keltiring.