Download Geometry Chapter 2: Learning Log

Geometry
Ch. 4: Learning Log
Name ___________________
Hour ___
1. Check all boxes that you are certain that you can do well without looking at your notes as
you do the problem.
2. If you are unable to check the box you need to do more work on that topic. Consult
your notes and ask for help in class, guided study, or after school, as needed.
4.1 Apply
triangle sum
properties
4.2 Apply
congruence and
triangles
4.3 Prove
triangles
congruent by
SSS
4.4 Prove
triangles
congruent by
SAS and RHL
4.5 Prove
triangles
congruent by
ASA and AAS
4.6 Use
congruent
triangles
I can classify triangles by the
sides:
- Scalene
- Isosceles
- Equilateral
I can classify triangles by the
angles:
- Acute
- Right
-Obtuse
- Equiangular
I know the difference between
interior and exterior angles of a
polygon.
I know and can write six
statements for the definition of
congruent triangles.
I know and can apply the exterior
angle theorem.
I know and can apply the triangle
sum theorem.
I know and can apply the third
angle theorem.
I can prove that two triangles are
congruent by using the definition
of congruent triangles.
I can prove that two triangles are
congruent by SAS.
I can prove that two triangles are
congruent by RHL.
I know that side-side-angle, angleside-side, and angle-angle-angle
are not ways to prove that two
triangles are congruent.
I can prove that two triangles are
congruent by ASA.
I can prove that two triangles are
congruent by AAS.
I know that if two triangles have
been proven congruent, then their
corresponding parts are
congruent.
I can prove that corresponding
parts of congruent triangles are
congruent.
I can determine which parts of
congruent figures are
corresponding.
I can prove that two triangles are
congruent by SSS.
I know that I have to prove that
two triangles are congruent before
using the theorem: “If two
triangles are congruent, then their
corresponding parts are
congruent.”