Analytic Geometry

Code and Name of Course
Type of Course
Credit of Course
ECTS Credit
Course Lecturer
Pre-requisites
Course Length
MTK 151-01-02 Analytic Geometry I
Obligatory
303
5
Prof. Dr. Fazilet Erkekoğlu
1 Semester
Course Content
. Vectors on plane and in space.
. Straight lines and planes in space.
. Conics
Learning Outlines
At the end of this lecture a student can :
I.
Construct the cartesian coordinate systems on plane
and in space.
II.
Define vectors on plane.
III.
Write the line equation on plane.
IV.
Define vectors in space.
V.
Control linearly dependentness of vectors.
VI.
Define inner product, norm and the metric.
VII.
Define the vector product.
VIII.
Solve the problems about what he has learned.
IX.
Write the line equation in space.
X.
Write the normal form of a line on plane.
XI.
Write the plane equation in space.
XII.
Write the equations of the circle and ellipse; find
their tangent lines.
XIII.
Write the equations of the hyperbola and parabola;
find their tangent lines.
XIV.
Solve the problems about what he has learned.
References
Analitik Geometri, Arif Sabuncuoğlu, Nobel Yayın Dağıtım, 3.
Baskı, Kasım 2005, Nobel Yayın No : 341, MatematikYayınları
Dizi No : 12, ISBN 975-591-320-3
Main Teaching Methods
. Lecturing, Problem solving, Discussion, Questioning, Homeworks.
Assessment Methods
Attendance ( 10% ), 1st Midterm Examination ( 25% ), 2nd Midterm
Examination ( 25% ), Final ( 40% ).
Language of Course
Turkish