The document contains notes from a geometry class, including examples of proofs of triangle congruence using various postulates and theorems. Several triangle congruence proofs are shown using criteria such as ASA, SAS, and SSS. Key vocabulary terms like hypotenuse and legs are defined. The Pythagorean theorem and its formula are stated.
This powerpoint presentation is all about basic terms of circle and some basic problems. It compose the definition of circle as well as the parts of the circle and its different illustration. This will guide us to know the basic terms of circle and how it be illustrated.
This powerpoint presentation is all about basic terms of circle and some basic problems. It compose the definition of circle as well as the parts of the circle and its different illustration. This will guide us to know the basic terms of circle and how it be illustrated.
1. Geometry Drill 12/19/14
Which postulate, if any, can be used to
prove the triangles congruent?
1. 2.
Put All HW and a Pen on the corner of your desk
3. Geometry Drill
Write down the name of the figure described.
Only 1 figure. I will keep giving hints
Hint 1 : I am a special polygon
Hint 2: I have three sides
Hint 3: I have an angle that is neither obtuse
or acute
Hint 4: My sides have a special relationship
Right Triangle
19. AAS THEOREM
If two angles and a non-included
side of one triangle are
congruent to two angles and a
non-included side of another
triangle then the triangles are
congruent.
23. HLTHEOREM
If the hypotenuse and a leg of
one right triangle are congruent
to the hypotenuse and a leg of
another right triangle , then the
triangles are congruent.