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4. [0/5 Points] DETAILS PREVIOUS ANSWERS SOWRECMATH3 28.2.009. MY NOTES ASK YOUR TEACHER PRACTICE ANOTHER (a) A regular tetrahedron has four triangular faces, all equilateral triangles. The tetrahedron rests on one face, with the other three faces meeting at a vertex. (Think of a triangular pyramid. ) The faces are numbered 1 through 4. When a small regular tetrahedron is tossed, there is an equally likely chance of any of the four numbers falling face down. List the outcomes in the sample space for the toss of a pair of tetrahedron 1, 2 stand for the outcome of a one face down on the first tetrahedron and a two face down on the second tetrahedron. Select all that apply.) SWNPO w ww ww NNN NN HHHHH AWNHO 3 , 4 4 , 4. X Find each probability for the tossing of two tetrahedr (b) P(even number face down on both) (c) P(odd number face down on first tetrahedron or 1 face down on both) (d) P(faces down sum to 2 or 1 face down on the second tetrahedron) (e) P(faces down sum to 4 or faces down are both 2)