Persamaan lingkaran merupakan suatu persamaan yang membentuk lingkaran pada koordinat Cartesius.
Persamaan lingkaran yang berpusat di 
dan berjari-jari 
adalah 
dan berjari-jari adalah
Bentuk Umum Persamaan Lingkaran
Jika kita menjabarkan persamaan 
akan didapat:
Dengan mensubstitusikan
, dan 
, persamaan tersebut menjadi:
Ini merupakan bentuk umum persamaan lingkaran yang berpusat di titik
dan jari-jari .
Jari-jari lingkaran tersebut adalah
dan pusatnya 
akan didapat:Dengan mensubstitusikan
, dan , persamaan tersebut menjadi:Ini merupakan bentuk umum persamaan lingkaran yang berpusat di titik
dan jari-jari .Jari-jari lingkaran tersebut adalah
dan pusatnya 
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