Column IColumn II(A)If real numbers x and y satisfy (x+5)2+(y−12)2=81,then the minimum value of √x2+y2 is(P)1(B)The line 3x+6y=k intersects the curve2x2+2xy+3y2=1 at point A and B.If the circle with AB as a diameter passesthrough the origin, then the value of k2 is(Q)2(C)If two perpendicular tangents can bedrawn from the origin to the circlex2−6x+y2−2py+17=0 , thenthe value of |p| is(R)4(D)If the circlesx2+y2+(3+sinβ)x+(2cosα)y=0 andx2+y2+(2cosα)x+2cy=0 touch each other, then the maximum value of ′c′ is(S)5(T)7(U)9
Which of the following is the only CORRECT combination?
- (A)→(R), (B)→(U)
- (A)→(S), (B)→(P)
- (A)→(Q), (B)→(U)
- (A)→(R), (B)→(Q)