An [url=https://en.wikipedia.org/wiki/Involute]evolvent [/url](=involute) of a curve is the [url=https://en.wikipedia.org/wiki/Locus_(mathematics)]locus[/url] of a point on a piece of taut string as the string is wrapped around the curve. It is a class of curves coming under the [url=https://en.wikipedia.org/wiki/Roulette_(curve)]roulette[/url] family of curves. [br]The [url=https://en.wikipedia.org/wiki/Evolute]evolute[/url] of an involute is the original curve.[br][br]Je dána kružnice k a její bod V. Sestrojte evolventu kružnice k, která prochází daným bodem V.[br]Nápověda:[br]Evolventa dané křivky je křivka, která vznikne odvalováním tečny po křivce.

Animaci ovládáte ikonou vlevo dole. Pravou myší můžete přepnout zobrazení stopy objektu při pohybu.

Determine the new position of point [i]T[/i][sub]0[/sub] as tangent line rolls [i]t[/i] along the circle without slipping. The dynamic is given by instantaneous centre [color=#3d85c6]T[sub]i[/sub][/color].

Determine the new position of point [i]T[/i][sub]0[/sub] as tangent line rolls [i]t[/i] along the circle without slipping. The dynamic is given by instantaneous centre [color=#3d85c6]T[sub]i[/sub][/color].