Circle form 3 points

(the database of solved problems)

All the problems and solutions shown below were generated using the Three points circle calculator.

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ID	Problem	Count
201	Find equation of a circle passing through points $(3, 4)$ , $(6, 1)$ and $(3, - 2)$ .	2
202	Find equation of a circle passing through points $(6, - 60)$ , $(17, - 67)$ and $(37, - 80)$ .	2
203	Find equation of a circle passing through points $(\frac{289}{100}, \frac{659}{50})$ , $(\frac{659}{50}, \frac{289}{100})$ and $(\frac{53}{10}, \frac{53}{10})$ .	2
204	Find equation of a circle passing through points $(- 38, 1400)$ , $(15, 1610)$ and $(- 147, 1596)$ .	2
205	Find equation of a circle passing through points $(- 10, - \frac{589}{1000})$ , $(- \frac{613}{100}, \frac{189}{250})$ and $(\frac{613}{100}, \frac{189}{250})$ .	2
206	Find equation of a circle passing through points $(0, - 14)$ , $(8, 0)$ and $(- 4, - 6)$ .	2
207	Find equation of a circle passing through points $(0, 0)$ , $(0, 0.3556)$ and $(0.4548, 0.3556)$ .	2
208	Find equation of a circle passing through points $(\frac{4}{5}, \frac{19}{10})$ , $(\frac{11}{10}, \frac{9}{5})$ and $(\frac{7}{5}, \frac{17}{10})$ .	2
209	Find equation of a circle passing through points $(- 5, 0)$ , $(3, 0)$ and $(2, 4)$ .	2
210	Find equation of a circle passing through points $(- 5, 0)$ , $(1, 5)$ and $(5, - 3)$ .	2
211	Find equation of a circle passing through points $(1.066, 0.934)$ , $(1.125, 1)$ and $(1.105, 0.962)$ .	2
212	Find equation of a circle passing through points $(290, 0)$ , $(1421, 0)$ and $(\frac{1711}{2}, \frac{1131}{2})$ .	2
213	Find equation of a circle passing through points $(- 2, 0)$ , $(6, 0)$ and $(0, - 3)$ .	2
214	Find equation of a circle passing through points $(1, - 1)$ , $(3, - 1)$ and $(- 2, 0)$ .	2
215	Find equation of a circle passing through points $(2, 4)$ , $(8, - 4)$ and $(0, 0)$ .	2
216	Find equation of a circle passing through points $(4, 4)$ , $(3, 5)$ and $(0, - 4)$ .	2
217	Find equation of a circle passing through points $(0, 0)$ , $(3, 9)$ and $(8, 4)$ .	2
218	Find equation of a circle passing through points $(- 2, 5)$ , $(3, 8)$ and $(1, 0)$ .	2
219	Find equation of a circle passing through points $(\frac{14}{5}, \frac{9}{10})$ , $(\frac{23}{10}, \frac{1}{2})$ and $(\frac{14}{5}, \frac{1}{10})$ .	2
220	Find equation of a circle passing through points $(\frac{27}{10}, 1)$ , $(\frac{23}{10}, \frac{3}{5})$ and $(\frac{27}{10}, \frac{1}{5})$ .	2
221	Find equation of a circle passing through points $(- 9, - 4)$ , $(0, - 1)$ and $(3, - 10)$ .	2
222	Find equation of a circle passing through points $(\frac{851}{8}, \frac{136231}{1000})$ , $(\frac{4263}{40}, \frac{27257}{200})$ and $(\frac{4271}{40}, \frac{136631}{1000})$ .	2
223	Find equation of a circle passing through points $(\frac{139}{10}, - 11)$ , $(- \frac{102}{5}, - \frac{73}{5})$ and $(- \frac{59}{10}, \frac{83}{5})$ .	2
224	Find equation of a circle passing through points $(- 0.596, 0)$ , $(- 0.614, 0.1)$ and $(- 0.669, 0.2)$ .	2
225	Find equation of a circle passing through points $(0, 0)$ , $(4, 1)$ and $(8, 0)$ .	2
226	Find equation of a circle passing through points $(- \frac{1291}{1000}, - \frac{1279}{500})$ , $(\frac{203}{125}, - \frac{883}{200})$ and $(\frac{2221}{1000}, - \frac{1689}{1000})$ .	1
227	Find equation of a circle passing through points $(- 3, 1)$ , $(6, 4)$ and $(2, - 6)$ .	1
228	Find equation of a circle passing through points $(3, 17)$ , $(0, 0)$ and $(- 3, 17)$ .	1
229	Find equation of a circle passing through points $(17, 3)$ , $(0, 0)$ and $(- 17, 3)$ .	1
230	Find equation of a circle passing through points $(0, 0)$ , $(30, 0)$ and $(4, 0)$ .	1
231	Find equation of a circle passing through points $(0, 0)$ , $(0, 0.2672)$ and $(0.5084, 0.2672)$ .	1
232	Find equation of a circle passing through points $(0, 0)$ , $(0, 0.2476)$ and $(0.5183, 0.2476)$ .	1
233	Find equation of a circle passing through points $(\frac{11}{10}, 1)$ , $(0, 2)$ and $(\frac{11}{5}, 2)$ .	1
234	Find equation of a circle passing through points $(\frac{17}{50}, - \frac{13}{125})$ , $(0, 0)$ and $(\frac{7}{200}, - \frac{11}{40})$ .	1
235	Find equation of a circle passing through points $(0, 0)$ , $(1, 0)$ and $(\frac{1}{2}, \frac{15}{4})$ .	1
236	Find equation of a circle passing through points $(2, 3)$ , $(- 1, 6)$ and $(5, 2)$ .	1
237	Find equation of a circle passing through points $(0, 0)$ , $(15, 5)$ and $(- 15, 5)$ .	1
238	Find equation of a circle passing through points $(0, 0)$ , $(14, \frac{33}{5})$ and $(- 14, \frac{33}{5})$ .	1
239	Find equation of a circle passing through points $(0, 0)$ , $(15, 10)$ and $(- 15, 10)$ .	1
240	Find equation of a circle passing through points $(0, 0)$ , $(1, - 2)$ and $(3, - 4)$ .	1
241	Find equation of a circle passing through points $(0, 112)$ , $(50, 124)$ and $(100, 133)$ .	1
242	Find equation of a circle passing through points $(- \frac{1781}{20}, 0)$ , $(\frac{1781}{20}, 0)$ and $(0, 100)$ .	1
243	Find equation of a circle passing through points $(- \frac{1781}{20}, 0)$ , $(0, 100)$ and $(\frac{1781}{20}, 0)$ .	1
244	Find equation of a circle passing through points $(- \frac{8}{5}, - \frac{5}{2})$ , $(0, - \frac{277}{100})$ and $(\frac{8}{5}, - \frac{5}{2})$ .	1
245	Find equation of a circle passing through points $(\frac{171}{25}, \frac{69}{5})$ , $(8, \frac{151}{10})$ and $(\frac{8}{5}, - \frac{5}{2})$ .	1
246	Find equation of a circle passing through points $(\frac{171}{25}, \frac{69}{5})$ , $(8, \frac{151}{10})$ and $(\frac{23}{2}, \frac{78}{5})$ .	1
247	Find equation of a circle passing through points $(\frac{171}{25}, \frac{69}{5})$ , $(9, \frac{151}{10})$ and $(\frac{23}{2}, \frac{78}{5})$ .	1
248	Find equation of a circle passing through points $(\frac{42}{5}, \frac{10379}{1000})$ , $(10, \frac{67}{5})$ and $(\frac{23}{2}, \frac{78}{5})$ .	1
249	Find equation of a circle passing through points $(\frac{19}{10}, - \frac{239}{100})$ , $(\frac{64}{25}, - \frac{253}{100})$ and $(\frac{273}{100}, - 3)$ .	1
250	Find equation of a circle passing through points $(\frac{99}{40}, \frac{14501}{1000})$ , $(\frac{257}{100}, \frac{363}{25})$ and $(\frac{2589}{1000}, \frac{14601}{1000})$ .	1