Question: 2. We are given four points P = (1, 1), Q=(3,0), R=(3, 2), and S= (1,4). (a) Find parallel lines L and L so

2. We are given four points P = (1, 1), Q=(3,0), R=(3,

2. We are given four points P = (1, 1), Q=(3,0), R=(3, 2), and S= (1,4). (a) Find parallel lines L and L so that two of the above points are on L, and the other two points are on L2, or explain why this is impossible. (b) Find perpendicular lines L and L so that two of the above points are on L and the other two points are on L2, or explain why this is impossible.

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Solution 9 It is impossible This is because none of the points when paired together ... View full answer

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