Monday - Write a paragraph using five vocabulary words on loose leaf
Tuesday - Go Math page 259 (6-7)
Wednesday - Go Math page 249 (1-5)
Thursday - Go Math page 250 (7-9)
Friday - Thursday - Go Math page 250 (7-9)
LESSON PLAN
1. Correspondence- A correspondence between two triangles is a pairing of each vertex of one triangle with one and only one vertex of the other triangle. A triangle correspondence also induces a correspondence between the angles of the triangles and the sides of the triangles.
2. Identical Triangles - Two triangles are said to be identical if there is a triangle correspondence that pairs angles with angles of equal measure and sides with sides of equal length.
3. UniqueTriangle - A set of conditions for two triangles is said to determine a unique triangle if whenever the conditions are satisfied, the triangles are identical.
4. Three sides condition - Two triangles satisfy the three sides condition if there is a triangle correspondence that pairs all three sides of one triangle with sides of equal length. The three sides condition determines a unique triangle.
5. Two angles and the included side condition - Two triangles satisfy the two angles and the included side condition if there is a triangle correspondence that pairs two angles and the included side of one triangle with angles of equal measure and a side of equal length. This condition determines a unique triangle.
6. Two angles and the side opposite a given angle condition - Two triangles satisfy the two angles and the side opposite a given angle condition if there is a triangle correspondence that pairs two angles and a side opposite one of the angles with angles of equal measure and a side of equal length. The two angles and the side opposite a given angle condition determines a unique triangle.
7. Two sides and the included angle condition - Two triangles satisfy the two sides and the included angle condition if there is a triangle correspondence that pairs two sides and the included angle with sides of equal length and an angle of equal measure. The two sides and the included angle condition determines a unique triangle.
8. Two sides and a non-included angle condition- Two triangles satisfy the two sides and a non- included angle condition if there is a triangle correspondence that pairs two sides and a non-included angle with sides of equal length and an angle of equal measure. The two sides and a non-included angle condition determines a unique triangle if the non-included angle measures 90° or greater. If the non-included angle is acute, the triangles are identical with one of two non-identical triangles.
