hs.geometry syllabus.sy2013
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7/31/2019 HS.geometry Syllabus.SY2013
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Geometr
1) Students are expected to participate appropriately in classat all times. You must be pro-active in this class and takeresponsibility for your progress through this course. Thisincludes when you are absent due to participation in extra-curricula activities.
2) You are expected to keep up with class notes, homework,and past tests and quizzes. If you need help organising your notes, please ask!
3) Absent Policy: If you are absent on any particular day, it is
your responsibility to get the assignment and turn in thework on the day you return. If you miss a single day of atest or quiz, you will be expected to take the test or quiz onthe first day back. If you miss several days for an unplannedabsence (i.e. sickness), it is your responsibility tocommunicate with me via email or see me upon your returnto arrange a suitable make up schedule. If you know youwill be out of school prior to the day for whatever reason(field trip, athletic event, family trip, etc.), please notify me inadvance.
4) If you have questions or concerns, do not hesitate to askme for extra help. I can be found in Room B5. I am here toassist you!
5) MATH HELP CENTRE : - If you have difficulty at anystage, come to the Math Centre. The Math Help Centreoperates on Monday, Tuesday and Thursday from 3:15-4:00pm. It is a resource available to you and should beused.
Course Outline The following topics will be covered:
1. Geometric Structure2. Congruence
3. Similarity4. Two and Three DimensionalMeasurement
Textbook: Text: Geometry (2008)by Glencoe, McGraw-Hill. We willalso be using Geogebra and/or Geometers Sketchpad.
Materials: Folder/notebook, TI-84 OR TI-Inspire 84 (non-CAS) calculator
Mathematics Department MissionStatement
We believe mathematics is vital to the development of an analytical, questioning
mind. All students can discover and appreciate mathematical ideas and can
learn to see them as their own. We offer an individualized program challenging
students at all levels to develop mathematical curiosity and appropriate
communication skills. Our foremost
concerns are for young people to stretch to their fullest potential, become independent learners, be adept at using technology,
and be confident in mathematical endeavors.
A UG 2012
Ms Ange [email protected]
This course has two aims. The first is to develop students intuition about geometricfigures and their relationships through problems and activities that involve inductivereasoning. The second aim is to give students their first major exposure to formal
proof, deductive logic, and the idea of a rigorous mathematical argument. These twomajor aims are complementary and work together to improve the students
sophistication at solving both abstract and concrete problems.
Class Ex ectations
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