Difference between revisions of "Geometry H"
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'''Geometry H''' is a [[freshmen]]-only class, which is a class taken by some students who took Algebra 8 in middle school. | '''Geometry H''' is a [[freshmen]]-only class, which is a class taken by some students who took Algebra 8 in middle school. | ||
| + | |||
| + | == Course catalog == | ||
| + | In addition to the objectives of the Geometry A curriculum, students study an extensive inferential logic unit including | ||
| + | truth validity and tautologies, complete conditional, direct and indirect proofs. Students are expected to be highly | ||
| + | motivated to learn about mathematics and have exceptional algebra skills. Students are regularly exposed to | ||
| + | challenging, multi-step and non-routine problems. | ||
| + | * Prerequisites: Successful completion of an Algebra course; open to grade 9 | ||
| + | * Students self-report spending an average of 2.5 hours a week outside of school on this course | ||
| + | * District SLOs Addressed in this Course: 1, 2, 5, 6 | ||
| + | * This is an honors course | ||
== Units studied == | == Units studied == | ||
Revision as of 20:15, 17 September 2021
| Department | Math |
|---|---|
| Length | Year |
| Credit type | Unweighted |
Geometry H is a freshmen-only class, which is a class taken by some students who took Algebra 8 in middle school.
Course catalog
In addition to the objectives of the Geometry A curriculum, students study an extensive inferential logic unit including truth validity and tautologies, complete conditional, direct and indirect proofs. Students are expected to be highly motivated to learn about mathematics and have exceptional algebra skills. Students are regularly exposed to challenging, multi-step and non-routine problems.
- Prerequisites: Successful completion of an Algebra course; open to grade 9
- Students self-report spending an average of 2.5 hours a week outside of school on this course
- District SLOs Addressed in this Course: 1, 2, 5, 6
- This is an honors course
Units studied
- Logic, logic rules, and proof
- Points, Lines, Planes, and Angles
- Parallelism and Transformations
- Triangle Congruence and Quadrilaterals
- Coordinate Geometry
- Inequalities and Similarities
- Right Triangles
- Circles
- Area
- Volume
Should I sign up for this class?
This class is heavily proof-based, and has many theorems to be memorized. Anybody registering for this course should be ready for plenty of brainwork.