Equation of a Chord with a Given Middle Point
Trending Questions
Q. The equation of the circle passing through (1, 1) and the points of intersection of x2+y2+13x−3y=0 and 2x2+2y2+4x−7y−25=0 is
- 2x2+2y2+25x−13y−30=0
- 4x2+4y2+30x−13y−25=0
- x2+y2+15x−13y−25=0
- 4x2+4y2+25x−13y−30=0
Q. The number of integral values of λ for which the equation x2+y2−2λx+2λy+14=0 represents a circle whose radius cannot exceed 6, is
- 11
- 6
- 12
- 9
Q.
The circle x2+y2−6x−4y+9=0 bisects the circumference of the circle x2+y2−(λ+4)x−(λ+2)y+(5λ+3)=0 if λ is equal to
1
-1
2
4