Circle C and line K lie in the xy-plane. If circle C is centered at the origin and has radius 1, does line K intersect circle C?
(1) The x-intercept of the line K is greater than 1.
(2) The slope of line K is -(1/10)
OA: E
Statement 1: insufficient. Since we do not know the slope of the line we cannot really tell if the line is a tangent or if it intersects the circle.
Statement 2: Insufficient. Since we do not know the points of intersection with x or y axis.
Both: We know the slope and point of intersection.
Hence can tell if the line is intersecting the circle or not. Am i missing something there. Since we need to know atleast two things about a line -- points, slope or equation. We know the slope, and the x intercept.
papa.baffour
Post subject: Re: Circle C and line K lie in the xy-plane. If circle C is
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