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1) d 28 = 7 + 7d d = 3 Zavřít okno a přejít k dalšímu kroku R Hmm... špatně, protože (x−4)26=x2−16 Zkuste dosadit za x například číslo 5 a zjistíte, že daná úprava
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Koreňmi tejto kvadratickej rovnice sú \(t_1 = -\frac{9}{26}\) a \(t_2 = -\frac{3}{2}\). Dosadíme \(t_1\) do parametrických rovníc a dostaneme: \[ \begin{aligned}
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2 &= 3 \\ \vdots & \\ 52 t^2 +96t +27 &= 0 \end{aligned} \] Pierwiastkami tego równania kwadratowego są \(t_1=-\frac{9}{26}\) i \(t_2=-\frac{3}{2}\).
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Slezská univerzita. Karviná, 1997. p. 11-26. ISBN 80-85879-62-X. Detail MOČKOŘ, Jiří. Fuzzy a nedeterministické automaty. In: Sborník prací ústavu pro výzkum a modelování
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