According to which book can you independently deal with some topics of lin.alg and geom. in the shortest possible time?

Question

Books

In general, the situation is such that literally within 3-4 days it is quite good to understand the following topics:

1. Vectors
   
2. Complex numbers
   
3. Direct. Planes. In space
   
4. Surfaces of the 2nd order
   
5. Limits of sequences and functions
   

Please tell me, a course or a book (in Russian) with an explanation of these topics that is understandable enough for an ordinary person. It is desirable not 1000+ pages, since time is limited, purely physically it will not be possible to study too much material.
You need not a very large guide with examples and tasks.
Recommended books: Kirkinsky. Lin.Al and analytical geometry., Velenkin - Higher mathematics.
Who studied from any of these books, what can you say? Is everything explained in an accessible way and how fully the material is presented. Let me know if there are any better materials to study.

Answer 1

Bugrov, Nikolsky