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</html><description>Zad&#xE1;n&#xED;: Ke ka&#x17E;d&#xE9; z n&#xE1;sleduj&#xED;c&#xED;ch funkc&#xED; (1-4) s defini&#x10D;n&#xED;m oborem R p&#x159;i&#x159;a&#x10F;te obor hodnot (a-f) dan&#xE9; funkce. $$1. y = (x-3)^{2}$$$$2. y = 3 + x^{3}$$$$3. y = x &#x2013; 3$$$$4. y = 3$$ $$a) R$$$$b) (-&#x221E;; 0&#x232A;$$$$c) (-&#x221E;; 3&#x232A;$$$$d) &#x2329;0; +&#x221E;)$$$$e) &#x2329;3; +&#x221E;)$$$$f) {3}$$ &#x158;e&#x161;en&#xED;: 1) Zn&#xE1;zorn&#x11B;n&#xED; funkce $$y = (x-3)^{2}$$ $$H (f) je ... Read more</description><thumbnail_url>https://studijni-svet.cz/kurzy/wp-content/uploads/2022/09/x-3-300x276.png</thumbnail_url></oembed>
