MathematicsHard127×since 2002Q3054The set of all values of a2a^{2}a2 for which the line x+y=0x+y=0x+y=0 bisects two distinct chords drawn from a point P(1+a2,1−a2)\mathrm{P}\left(\frac{1+a}{2}, \frac{1-a}{2}\right)P(21+a,21−a) on the circle 2x2+2y2−(1+a)x−(1−a)y=02 x^{2}+2 y^{2}-(1+a) x-(1-a) y=02x2+2y2−(1+a)x−(1−a)y=0, is equal to :A(0,4](0,4](0,4]B(4,∞)(4, \infty)(4,∞)C(2,12](2,12](2,12]D(8,∞)(8, \infty)(8,∞)Check answerSkip