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Faculty                   : MIPA
Study Program       : Mathematics Education
Course & Code       : Plane Geometry,
Credit Hours       : Theory : 2 credits
Semester            : II
Prerequisites & Code : -
Lecturer             : Himmawati P.L, M.Si.

I.         COURSE DESCRIPTION

The  study  of  Geometry  includes  plane  geometry:  points,  lines,  plane,  angle,  triangle,  congruence, geometric inequalities, quadrilateral, area and perimeter, similarity, Pythagorean theorem, polygon, and circle.

II.       COURSE  BASED COMPETENCY

The students will be able to explain concepts and properties of geometric figures, and use them to solve problems either in mathematics or in other courses.

III.      ACTIVITY PLAN

 Week Based Competency Main Materials Lecturer Strategy Refereces 1 Basic            geometry objects Undefined term, segment, ray, midpoint, relation between undefined terms Discussion & presentation A: 1-4 B: 37-42 C: 26-58 E: 3-23 F: 13-22 2 Basic            geometry objects axioms  and  theorems  related  to the undefined terms Discussion & presentation A: 1-4 B: 37-42 C: 26-58 E: 3-23 F: 13-22 3 Angles Definition, type, special pairs of angles Discussion & presentation A: 5-7 B: 45-50 C: 59-101 F: 23-28, 37-50 4 Triangles Definitions, type, special lines Discussion & presentation A: 9-12 B: 71-80 C: 102-160 E: 24-67 F: 51-58 5 Congruence Definition, congruent triangles, theorems, application Discussion & presentation A: 35-47 B: 83-89 C:102-160 D:221-236 F: 59-66 6 Geometric inequalities Inequalities        in        geometry, especially in triangle Discussion & presentation A:219-224 B: 92-98 C:161-205 D:215-219 7 Parallelism Special pairs of angles if 2 lines cut by transversal Discussion & presentation A: 1-4 B: 37-42 C: 26-58 E: 3-23 F: 13-22 8 Quadrilateral Definition,   type,   properties   of quadrilaterals Discussion & presentation A: 74-89 B:112-121 F: 85-92 9 Area and perimeter Definition, area and perimeter of geometric figures Discussion & presentation A:160-174 B:131-143 C:392-424 D:422-437 E:126-161 F:103-120
 10 Similarity Definition,     similar     triangles, theorems, application Discussion & presentation A:116-149 B:153-173 C:265-318 D:578-590 F:93-102 11 MIDTERM 12 Pythagorean theorem Pythagorean Theorem, Projection theorem,  Stewart  theorem, median theorem, heron theorem Discussion & presentation A:134-135 B:185-158 C:410-424 D:478-488 F:67-76 13 Polygons Definition, type, properties Discussion & presentation A:175-190 B:54-55 C:367-424 D:256-286 F:77-84 14 Polygons Regular polygon Discussion & presentation A:175-190 B:54-55 C:367-424 D:256-286 F:77-84 15 circle Definition, elements, properties Discussion & presentation A:90-115, 180-183 B:145-146, 207-235 C:425-497 D:310-339 E:68-119 F:135-138 16 Circle Relation between line & circle, relation between 2 circles, area, perimeter Discussion & presentation A:90-115, 180-183 B:145-146, 207-235 C:425-497 D:310-339 E:68-119 F:135-138

IV.      REFERENCES

A. Barnet Rich. 1963. Schaum’s outline of Theory and Problems of Geometry. Mc-graw Hill: New York
B.  David Alan Herzog. 2004. Geometry. Wiley Publishing: New Jersey
C.  Keedy, M.L etc. 1967. Exploring Geometry. Holt, Rinehart and Winston: New York
D.  Serra, Michael. 2008.Discovering Geometry: An Investigation Approach. Key Curriculum Press
E.  Slavin, Steve and Crisonino Ginny. 2005. Geometry, A Self-Teaching Guide. Jon Wiley & Sons: New Jersey
F.  Team-LRN. 2005. Geometry Success In 20 Minutes A Day 2nd Edition. LearningExpress,LLC: New York

Suggested reference books :
Coxeter, H.S.M. (1969). Introduction to Geometry. New York : John Wiley. Travers, K. (1987). Geometry. Homewoods, IL : Laidlaw Brothers.

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