Use the diagram at the right. Give another name for plane P. Then name a line in the plane, a ray, a line intersecting the plane, and three collinear points. D You can find another name for plane P by using any three points in the plane that are not on the same line. So, another name for plane P is plane FAB. A •F A line in the plane is AB, a ray is CB, a line intersecting the plane is CD, and three collinear points are A, C, and B. Use the diagram. 4h 1. Give another name for plane M. 2. Name a line in the plane. 3. Name a line intersecting the plane. 4. Name twO rays. 5. Name a pair of opposite rays. 6. Name a point not in plane M.

Iven CUnUitioNS. Ons. 2) The line passes through (42, 17) and is parallel to y = 6.

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See the diagram below. In this diagram plane 1 and plane 2 are parallel. Point Q (0, 2, 7) is on plane 1 and point P (1, - 3, 7) is on plane 2. The equation of plane 2 is 2x + hy + kz=10. Find the distance between plane 1 and plane 2 in terms of h and k. Label your graph and show all work, please don't just plug numbers into a formula. Hint, you can use vector projections/a dot product. Plane 2: . P (1, -3, 7) Plane 1: . Q (0, 2, 7)