P3 Geometry Assignments
- Instructor
- Ivan Macias
- Term
- 2025-2026 School Year
- Department
- Math
April 2026
| Su | Mo | Tu | We | Th | Fr | Sa |
|---|---|---|---|---|---|---|
| 1 event • | ||||||
| 2 events •• | 1 event • | 2 events •• | ||||
| 1 event • | 1 event • | 2 events •• | ||||
| 1 event • | 1 event • |
Upcoming Assignments
Past Assignments
Due:
EXTRA CREDIT (OPTIONAL). NO CALCULATOR!
You are not allowed to leave locked mode until finished.
Must be submitted before the end of the block period.
You are not allowed to leave locked mode until finished.
Must be submitted before the end of the block period.
Due:
EXTRA CREDIT (OPTIONAL). NO CALCULATOR!
You are not allowed to leave locked mode until finished.
Must be submitted before the end of the block period.
You are not allowed to leave locked mode until finished.
Must be submitted before the end of the block period.
Due:
EXTRA CREDIT (OPTIONAL). NO CALCULATOR!
You are not allowed to leave locked mode until finished.
Must be submitted before the end of the block period.
You are not allowed to leave locked mode until finished.
Must be submitted before the end of the block period.
Due:
Retake tests and make-up tests due to absences are on Wednesday, after school, in my classroom.
Due:
EXTRA CREDIT (OPTIONAL). NO CALCULATOR!
You are not allowed to leave locked mode until finished.
Must be submitted before the end of the block period.
You are not allowed to leave locked mode until finished.
Must be submitted before the end of the block period.
Due:
Retake tests and make-up tests due to absences are on Wednesday, after school, in my classroom. I have duty after school so we will begin around 2:25pm.
Due:
Extra Credit
I have a proof showing 2 = 1. In 2-3 sentences, tell me if you agree or disagree. If you agree, why? If you disagree, which step in my proof is wrong? Leave as a private comment here. Due before the end of class.
Let a = b
Then a² = ab
Subtract b²: a² - b² = ab - b²
Factor both sides: (a + b)(a - b) = b(a - b)
Divide both sides by (a - b): a + b = b
But a = b, so b + b = b → 2b = b → 2 = 1
I have a proof showing 2 = 1. In 2-3 sentences, tell me if you agree or disagree. If you agree, why? If you disagree, which step in my proof is wrong? Leave as a private comment here. Due before the end of class.
Let a = b
Then a² = ab
Subtract b²: a² - b² = ab - b²
Factor both sides: (a + b)(a - b) = b(a - b)
Divide both sides by (a - b): a + b = b
But a = b, so b + b = b → 2b = b → 2 = 1