Hledáme obrazy všech čísel, pro která je vzdálenost od čísla
![](/ckeditor/plugins/ckeditor_wiris/integration/showimage.php?formula=343d15518d9bbdc4a5289b20d26a3371.png)
menší nebo rovna 3 a větší než 2. Takové body vyplní mezikruží mezi kružnicí o poloměru 3 a kružnicí o poloměru 2. Středy obou kružnic leží v bodě
![](http://www.sbirkaprikladu.eu/ckeditor/plugins/ckeditor_wiris/integration/showimage.php?formula=343d15518d9bbdc4a5289b20d26a3371.png)
. Vnější kružnice k řešení patří, vnitřní nepatří.
![](data:image/png;base64,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)