Bellwork reviewed finding area and perimeter of different figures.
The remainder of the period we began discussing Sec 4-4.
Hwk #17 is due today.
Click on the links below for today’s bellwork and bellwork answers.
Geometry class did not meet today. Students are at Henry Ford Health Systems.
Bellwork reviewed congruent triangles and showed that AAA is not a way to show two triangles are congruent.
The remainder of the period we continued discussion congruent triangle proofs (Sec 4-2 and 4-3) and why SSA is not a way to prove two triangles are congruent.
Hwk #17 is due on Friday.
Click on the links below for today’s bellwork, bellwork answers, and notes/examples from today’s lesson:
Bellwork reviewed using the AAS and ASA methods to prove congruent triangles.
The remainder of the period we worked on writing congruent triangle proofs.
Hwk #16 is due today.
Hwk #17 is due Thursday.
Click on the links below for today’s bellwork, bellwork answers, and notes/examples of today’s lesson:
Bellwork reviewed ways to show two triangles are congruent.
The remainder of the period we discussed Sec 4-3, ASA (postulate) and AAS (theorem) as ways to prove two triangles are congruent.
Hwk #16 is due on Monday
Hwk #17 is due on Tuesday.
Click on the links below for today’s bellwork and notes/examples from today’s lesson:
Bellwork reviewed proving triangles congruent using the SAS and SSS Postulates.
The remainder of the period students practiced writing proofs of congruent triangles.
Hwk #16 is due on Monday.
Click the links below for today’s bellwork, bellwork answers, and notes/examples from today’s lesson:
No Algebra 1 Class today, students are at Henry Ford Health Systems.
Bellwork reviewed the SAS and SSS Postulates from Sec 4-2.
The remainder of the period we continued discussing how to show two triangles are congruent and the information required for the SAS and SSS Postulates.
Hwk #15 is due today.
Click on the links below for today’s bellwork, bellwork answers, and notes/examples from today’s lesson:
Bellwork reviewed finding included angles and sides in a triangle and giving reasons for statements in a proof.
The remainder of the period we discussed Sec 4-2, proving triangles are congruent using SAS and SSS Postulates.
Hwk #15 is due tomorrow.
Click on the links below for today’s bellwork, bellwork answers, and notes/examples from today’s lesson:
Click on the link below for a list of the homework assignments for Chapter 4.