Vector algebra and analytical geometry textbooks

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I need to study this

Defining a vector
Multiplication of vector by real number
Geometric applications
Linear dependence
Basis
Change of basis
Dot product (or scalar product)
Orientation of V3
Cross product (or vector product)
Mixed product (or triple product)
Coordinate system
Equation of line and plane
Intersection of planes and lines
Relative position of lines and planes
Perpendicularity and orthogonality
Measuring angles
Measuring distance
Changing the coordinate system
Ellipse, hyperbola and parabola
Conics
Espherical surfaces

Does anybody know these books

Analytic Geometry with an introduction to vectors and matrices - David Murdoch
Analytic geometry - Charles Lehman
The elements of analytic geometry - Percey F. Smith and Arthur Sullivan Gale
Analytic Geometry : A Vector Approach - Charles Wexler
Vector geometry - Gilbert de B. Robinson
A vector space approach to geometry - Melvin Hausner
Elementary vectory geometry - Seymour Schuster
Vectors and their applications - Anthony J. Pettofrezzo
Schaum's outline of vector analysis
Schaum's outline of analytic geometry

?

(I'm aware that there are many calculus with analytic geometry textbooks, but I was looking for analytic geometry without calculus)
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7 years ago
#2
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