Ebook: Problems in Solid Geometry

This book contains 340 problems in solid geometry and is a natural continuation of Problems in Plane Geometry, Nauka, Moscow, 1982. It is
therefore possible to confine myself here to those points where this book differs from the first.
The problems in this collection are grouped into (1) computational problems and (2) problems on proof.
The simplest problems in Section 1 only have answers, others, have brief hints, and the most difficult, have detailed hints and worked solutions.
There are two reservations. Firstly, in most cases only the general outline of the solution is given, a number of details being suggested for
the reader to consider. Secondly, although the suggested solutions are valid, they are not patterns (models) to be used in examinations.
Sections 2-4 contain various geometric facts and theorems, problems on maximum and minimum (some of the problems in this part could have been put in Section 1 ), and problems on loci. Some questions pertaining to the geometry of tetrahedron, spherical geometry, and so forth are also considered here.