Circle equation – Solved Problems Database
All the problems and solutions shown below were generated using the Circle equation Calculator.
ID |
Problem |
Count |
1451 | Find the center and radius of the circle $ x^2+y^2 -3 x + 0 y + 2 = 0 $. | 1 |
1452 | Find the center and radius of the circle $ x^2+y^2 -\frac{ 1 }{ 3 } x + 0 y + 0 = 0 $. | 1 |
1453 | Find the center and radius of the circle $ \left(x - 2 \right)^2 + \left( y + 7 \right)^2 = 1 $. | 1 |
1454 | Find the center and radius of the circle $ \left( x + 2 \right)^2 + \left( y + 2 \right)^2 = 13 $. | 1 |
1455 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( 0 , 4 \right)} $ and radius $ \color{blue}{ 5 }$ | 1 |
1456 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( 5 , 0 \right)} $ passing throught the point $ \color{blue}{ P = \left( 9 , -1 \right) } $. | 1 |
1457 | Find Standard equation of a circle with a center at $ \color{blue}{C = \left( -1 , 5 \right)} $ and radius $ \color{blue}{ \frac{ 993 }{ 100 } }$ | 1 |
1458 | Find the center and radius of the circle $ x^2+y^2 -16 x + 0 y + 57 = 0 $. | 1 |
1459 | Find Standard equation of a circle with a center at $ \color{blue}{C = \left( 0 , 0 \right)} $ passing throught the point $ \color{blue}{ P = \left( 3 , -3 \right) } $. | 1 |
1460 | Find the center and radius of the circle $ (x+2)^2+(y-2)^2=25 $. | 1 |
1461 | Find the center and radius of the circle $ x^2 + y^2 -4 x -12 y = 0 $. | 1 |
1462 | Find the center and radius of the circle $ \left( x + 4 \right)^2 + \left( y + 2 \right)^2 = 25 $. | 1 |
1463 | Find the center and radius of the circle $ x^2 + y^2 -12 y + 32 = 0 $. | 1 |
1464 | Find the center and radius of the circle $ \left( x + 7 \right)^2 + \left( y - 2 \right)^2 = 15 $. | 1 |
1465 | Find Standard equation of a circle with a center at $ \color{blue}{C = \left( 4 , 0 \right)} $ and radius $ \color{blue}{ 4 }$ | 1 |
1466 | Find the center and radius of the circle $ (x-1)^2+(y+6)^2=0 $. | 1 |
1467 | Find the center and radius of the circle $ \left( x + 2 \right)^2 + y^2 = 13 $. | 1 |
1468 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( -1 , -3 \right)} $ and radius $ \color{blue}{ 8 }$ | 1 |
1469 | Find the center and radius of the circle $ x^2 + y^2 -4 x + 2 y = 0 $. | 1 |
1470 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( -\frac{ 17 }{ 2 } , \frac{ 9 }{ 2 } \right)} $ passing throught the point $ \color{blue}{ P = \left( -\frac{ 17 }{ 2 } , \frac{ 33 }{ 2 } \right) } $. | 1 |
1471 | Find the center and radius of the circle $ (x+14)^2+(y-11)^2=196 $. | 1 |
1472 | Find the center and radius of the circle $ x^2+y^2 -2 x -4 y + 2 = 0 $. | 1 |
1473 | Find the center and radius of the circle $ x^2 + y^2 -4 x -12 y -5 = 0 $. | 1 |
1474 | Find the center and radius of the circle $ x^2+y^2 + 0 x -1 y -20 = 0 $. | 1 |
1475 | Find General equation of a circle with a center at $ \color{blue}{C = \left( 4 , 0 \right)} $ and radius $ \color{blue}{ 4 }$ | 1 |
1476 | Find the center and radius of the circle $ x^2+y^2=54 $. | 1 |
1477 | Find the center and radius of the circle $ (x+4)^2+(y-4)^2=16 $. | 1 |
1478 | Find the center and radius of the circle $ x^2 + \left( y + 9 \right)^2 = 5 $. | 1 |
1479 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( \frac{ 13 }{ 10 } , -\frac{ 7 }{ 2 } \right)} $ and radius $ \color{blue}{ \sqrt{ 37 } }$ | 1 |
1480 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( -1 , 0 \right)} $ passing throught the point $ \color{blue}{ P = \left( 2 , 3 \right) } $. | 1 |
1481 | Find the center and radius of the circle $ x^2+y^2 -10 x -14 y + 38 = 0 $. | 1 |
1482 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( 0 , -3 \right)} $ passing throught the point $ \color{blue}{ P = \left( -2 , 1 \right) } $. | 1 |
1483 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( 1 , 2 \right)} $ and radius $ \color{blue}{ 3 }$ | 1 |
1484 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( -8 , -4 \right)} $ passing throught the point $ \color{blue}{ P = \left( 0 , -4 \right) } $. | 1 |
1485 | Find the center and radius of the circle $ x^2 + y^2 + 6 x -12 y -20 = 0 $. | 1 |
1486 | Find the center and radius of the circle $ x^2 + y^2 -14 y -51 = 0 $. | 1 |
1487 | Find the center and radius of the circle $ x^2+y^2 + 0 x -15 y -44 = 0 $. | 1 |
1488 | Find the center and radius of the circle $ (x-4)^2+(y+3)^2=16 $. | 1 |
1489 | Find the center and radius of the circle $ x^2+y^2 + 20 x + 20 y + 164 = 0 $. | 1 |
1490 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( 4 , 0 \right)} $ passing throught the point $ \color{blue}{ P = \left( 1 , 6 \right) } $. | 1 |
1491 | Find the center and radius of the circle $ \left( x + 3 \right)^2 + \left( y + 5 \right)^2 = 0 $. | 1 |
1492 | Find the center and radius of the circle $ (x-5)^2+(y-1)^2=49 $. | 1 |
1493 | Find Standard equation of a circle with a center at $ \color{blue}{C = \left( 1 , -2 \right)} $ and radius $ \color{blue}{ 3 }$ | 1 |
1494 | Find the center and radius of the circle $ (x+9)^2+(y-1)^2=25 $. | 1 |
1495 | Find Standard equation of a circle with a center at $ \color{blue}{C = \left( 8 , 4 \right)} $ and radius $ \color{blue}{ 3 }$ | 1 |
1496 | Find the center and radius of the circle $ \left( x + 3 \right)^2 + \left( y + 2 \right)^2 = 24 $. | 1 |
1497 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( 5 , 2 \right)} $ passing throught the point $ \color{blue}{ P = \left( -12 , -4 \right) } $. | 1 |
1498 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( -8 , 8 \right)} $ passing throught the point $ \color{blue}{ P = \left( 4 , 24 \right) } $. | 1 |
1499 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( 2 , -5 \right)} $ passing throught the point $ \color{blue}{ P = \left( 0 , -4 \right) } $. | 1 |
1500 | Find standard equation of a circle with a center at $ \color{blue}{C = \left( -3 , 4 \right)} $ passing throught the point $ \color{blue}{ P = \left( 2 , 1 \right) } $. | 1 |