Odpowiedź:
zad.6
[tex]-\sqrt{3} + 4\sqrt{3}y = -\sqrt{3}(1 + 4y)[/tex]
[tex]-4\sqrt[3]{3} + 2\sqrt[3]{3}a^{2} = -2\sqrt[2]{3}(2 - a^{2})[/tex]
zad. 7
14xy - 21x² + 7xy² = 7x(2y - 3x +y²)
- 36y² + 12x - 24y = -12(3y² - x + 2y)
[tex]\sqrt[3]{2}xy + \sqrt[3]{2} - \sqrt[3]{2}z = \sqrt[3]{2}(xy + 1 - z)[/tex]
[tex]9\sqrt[3]{7}a - 27\sqrt[3]{7} - 36\sqrt[3]{7} = 9\sqrt[3]{7}(a - 3b - 4)[/tex]
