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</html><description>Zad&#xE1;n&#xED;: Ur&#x10D;ete vrcholovou rovnici paraboly s vrcholem V[2; -1], jej&#xED;&#x17E; &#x159;&#xED;dic&#xED; p&#x159;&#xED;mka je osa y. &#x158;e&#x161;en&#xED;: K &#x159;e&#x161;en&#xED; p&#x159;&#xED;kladu rozhodn&#x11B; pom&#x16F;&#x17E;e, pokud si nakresl&#xED;me obr&#xE1;zek, d&#xED;ky kter&#xE9;mu si uv&#x11B;dom&#xED;me, &#x17E;e parabola je omezen&#xE1; zleva a m&#xE1; tvar &#x2282; d&#xED;ky tomu zjist&#xED;me, &#x17E;e ohnisko m&#xE1; sou&#x159;adnice $$Fleft[m+frac{p}{2},nright]$$ a vrcholov&#xE1; rovnice tvar: $$(y-n)^2=2p(x-m)$$ Sta&#x10D;&#xED; si tedy dopo&#x10D;&#xED;tat ... Read more</description></oembed>
