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songoku
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I am looking for books that contain explanations (or to be able to answer) about something like this:
1) Exterior Angle Bisector Theorem
The external angle bisector of a triangle divides the opposite side externally in the ratio of the sides containing the angle. This condition occurs usually in non-equilateral triangles.
2) Given cube ABCDEFGH with side 2 units and line DF passes through plane ABGH at point T. Find distance ET
3) Given regular tetrahedron TABC with side 3 cm. M is mid point of AT and N is mid point of BC. Find length of MNAny books are ok but preferably high school level.
Thank you
1) Exterior Angle Bisector Theorem
The external angle bisector of a triangle divides the opposite side externally in the ratio of the sides containing the angle. This condition occurs usually in non-equilateral triangles.
2) Given cube ABCDEFGH with side 2 units and line DF passes through plane ABGH at point T. Find distance ET
3) Given regular tetrahedron TABC with side 3 cm. M is mid point of AT and N is mid point of BC. Find length of MNAny books are ok but preferably high school level.
Thank you