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Weekly Lesson Plans
Class: Geometry Teacher: Harris For the week of: September 24, 2018
Monday Tuesday Wednesday Thursday Friday
Standard G.GCO.11 G.GCO.9 G.GCO.9
day 18 day 19 day 20
Learning Target Construct geometric figures using Understand and apply strategies Use inductive reasoning to Identify, write & analyze the
a variety of tools. for academic success. identify patterns and make truth value of conditional
conjectures. statements.
Find counterexamples to Write the inverse, converse &
disprove conjectures. contrapositive of a conditional
statement.
Essential Question How do I make geometric How do I become responsible for How do I prove geometric How do I prove geometric
constructions? my own academic success? theorems involving lines, angles, theorems involving lines, angles,
triangles, and parallelograms? triangles, and parallelograms?
Vocabulary angle conjecture conditional statement
angle bisector inductive reasoning hypothesis
vertex counterexample conclusion
interior of an angle converse
exterior of an angle inverse
measure contrapositive
Lesson Activator What is a Construction? Inductive Reasoning Example Advertising Clippings
Instructional 1.3 Constructions 2.1 Conjectures 2.2 Conditional Statements
Strategies Edmentum Diagnostic DI Teacher will guide students Early Dismissal DI Students will follow along DI Teacher will use visual
in hands-on-constructions and copy notes and complete cues to help students write
model. MI Quantile Goal Setting examples in INB. conditional statements.
GP Students will work in pairs to Academic Reflection GP Students will work in GI Students will identify
complete constructions task. small groups to draw patterns conditional statements in
and write rules to describe various forms and shown how
their patterns. each related conditional is
IP Homework formed.
Differentiation Construction Graphic Organizer, Frayer Models, INB INB
INB
Homework pg. 77/#12-18 even, 24, 26, 32
Closing Constructions Exit Ticket Review steps of inductive Summarize conditional statement
reasoning relationships.
Assessment Power Zone: teacher will monitor Questioning, CFU Questioning, CFU
students’ independent practice
Key: Direct Instruction (DI), Guided Practice (GP), Independent Practice (IP), Interactive Notebook (INB), Check for Understanding (CFU)
Standards:
G.GCO.11 Construct geometric figures using a variety of tools, including a compass, a straightedge, dynamic geometry software, and paper folding, and use these constructions to make
conjectures about geometric relationships.
G.GCO.9 Prove, and apply in mathematical and real-world contexts, theorems about the relationships within and among triangles, including the following:
a. measures of interior angles of a triangle sum to 180°;
b. base angles of isosceles triangles are congruent;
c. the segment joining midpoints of two sides of a triangle is parallel to the third side and half the length;
d. the medians of a triangle meet at a point.
lnh
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