Beta

BETA CLASS CALENDAR




__CW__: Review Day 9 - area and volume
 * Friday, May 26**:

__HW__ due Tuesday, 5/31: complete any unfinished parts of the review packet and STUDY!! Suggestions: Re-read the reference pages and practice the problem sets again on a separate sheet of paper, then check your answers. Practice old problems from homework, classwork, warm ups, etc. Email me if you'd like additional practice problems!

__CW__: Review Day 8 - Trigonometry
 * Thursday, May 25:**

__HW__ due Friday, 5/26... be sure pages 25 - 27 are complete and do #1-5 on 29

__CW__: Review Day 6/7 - parallelograms, similarity
 * Wednesday, May 24:**

__HW__ due Thursday, 5/25... pages 22 - 23

__CW__: general review day (Ms. Rapoport out)
 * Tuesday, May 23**:

__HW__ due Wednesday, 5/24: Take advantage of a night to review old material (practice problems again, read the reference pages).

__CW__: Review Day 5 continued - triangle proofs
 * Monday, May 22:**

__HW__ due Tuesday, 5/23: complete problem set on page 19 using page 18 as a reference!

__CW__: Review Day 5 - triangle proofs
 * Friday, May 19**:

__HW__ due Monday, 5/22: complete triangle proofs problem set on page 17

__CW__: Review Day 4 - Transformations
 * Thursday, May 18**:

__HW__ due Friday, 5/19: complete pages 13 - 14 of the final exam review packet (see the top of the wiki)

__CW__: Review Day 3 - Angle Proofs and Triangle Properties
 * Tuesday, May 16**:

__HW__ due Thursday, 5/18: complete page 11 of final exam review packet (see the top of the wiki)

__CW__: Review Day 2 - Angles
 * Monday, May 15:**

__HW__ due Tuesday, 5/16: Found here as a single page but also in your review materials:

__CW__: Review Day 1 - Basic Geometry Vocabulary and Constructions
 * Friday, May 12:**

__HW__ due Monday, 5/15... Complete page 2 for homework (remember: It's a great idea to do this on a separate sheet of paper so you can re-visit and practice the problems again):

__CW__: Mazer Tag competition and "show what you know" individual assignment
 * Thursday, May 11**:

__HW__ due Friday, 4/12: Hand in completed individual assignment:

__CW__: Mazer Tag
 * Tuesday, May 9**:

__HW__ due Thursday, 5/11... complete the last page (create one more card with obstacles and a starting point for the laser, **BONUS** points for identifying a solution in which two segments can be parallel):

__CW__: introduction to Mazer Tag project:
 * Monday, May 8**:

__HW__ due Tuesday, 5/9... Create your own card by drawing at least two obstacles (the obstacle sizes are listed on the page) **and** draw the point at which you will place the laser. This is found on page 3:


 * Thursday, May 4: Circles Quiz **

__CW__: review for circles quiz
 * Tuesday, May 2**:

__HW__ due Thursday, 5/4: Study for Circle Quiz: <-- just the problems you starred in class.

__CW__: gallery walk of circle problems
 * Monday, May 1**:

__HW__ due Tuesday, 5/2:

__CW__: (no 9th graders), catch up day
 * Friday, April 28**:

__HW__ due Monday, 5/1: See Thursday, April 27

__CW__: solving problems by identifying chord relationships in circles
 * Thursday, April 27**:

__HW__ due Monday, 5/1 (9th graders will be taking ELA PARCC on Friday, 4/28):

__CW__: brief review of chords then PARCC
 * Tuesday, April 25**:

No __HW__ due Thursday, 4/27

__CW__: discovering chord relationships in a circle
 * Mo****nday, April 24**:

__HW__ due Tuesday, 4/25: Fill in as much of the chart as you can... this will correspond to the packet used for the discovery activity in class (7.5 Achording to us...):

__CW__: unwinding from Geometry PARCC
 * Friday, April 21**:

No __HW__ due Monday, 4/24 (the no homework vacation is over next week!)

__CW__: PARCC review
 * Thursday, April 20**:

No __HW__ due Friday, 4/21

__CW__: 1. PARCC problem review, 2. circle vocabulary words and the relationship between them
 * Tuesday, April 18**:

__HW__ due Thursday, 4/20 (**10th graders... you will have the opportunity to make this up in class because you were taking ELA PARCC):**

__CW__: solving problems using central and inscribed angles
 * Thursday, April 12**:

No __HW__ due Friday, 4/13... I will be absent. You will have problem sets, along with answer keys, to work through. Be sure to bring your classwork from today (Thursday) to class with you tomorrow (Friday)!

__CW__: 1. completing the square, 2. central and inscribed angles introduction
 * Tuesday, April 11**:

No __HW__ due Thursday, 4/13

__CW__: completing the square (Click on the arrow next to "Begin Lesson" and there is a video at the end of the slideshow: https://learnzillion.com/lesson_plans/1428-write-the-equation-of-a-circle-by-completing-the-square)
 * Monday, April 10**:

__HW__ due Tuesday, 4/11... complete #2 and 3 on the front (use #1 as a guide!):


 * Monday, April 10: take home quiz due ** ... take home quiz and other resources attached below:

__CW__: practice for PARCC on the computers
 * Friday, April 7**:

__HW__ due Monday, 4/10: complete take home quiz to be completed

__CW__: more equation of a circle
 * Thursday, April 6**:

__HW__ due Friday, 4/7:

__CW__: 1. review of cross-sections, 2. equation of a circle
 * Tuesday, April 4**:

__HW__ due Thursday, 4/6... complete #4, 5, 9, 10 on page 2:

__CW__: how to use the computers for PARCC (equation editor, calculator)... to be continued later this week
 * Monday, April 3: WELCOME BACK!**

__HW__ due Tuesday, 4/4:

__CW__: 1. trigonometry quiz; 2. area and volume (Cavalieri's Principle and constructing prisms)
 * Tuesday, March 21**:

No __HW__ due Thursday, 3/23


 * Tuesday, March 21: Trigonometry Quiz **

__CW__: introduction to Cavalieri's principle
 * Monday, March 20**:

__HW__ due Tuesday, 3/21: Study for your quiz!

__CW__: more work on area and volume
 * Friday, March 17**:

__HW__ due Monday, 3/20:

(actual height of building: 40 feet, actual angle of elevation at the time of measurement: 36.88 degrees)
 * Thursday, March 16: Trigonometry Lab Report due **

__CW__: introduction to area and volume
 * Thursday, March 16**:

__HW__ due Friday, 3/17**:** Be sure #29 A-C, #15, #11, #15 (I know I wrote #15 twice... there are two #15s!)


 * Tuesday, March 14**: **No class, snow day**

__CW__: trigonometry lab report work time
 * Monday, March 13**:

__HW__ due Tuesday, 3/14... lab report due on Thursday, 3/16!

__CW__: partitioning a line segment (ex: find the point that would partition segment AB into a ratio of 2:3)
 * Friday, March 10**:

__HW__ due Monday, 3/13:

__CW__: trigonometry lab report work time
 * Thursday, March 9:**

No __HW__ due Friday, 3/10

__CW__: trig. PARCC problems
 * Tuesday, March 7**:

__HW__ due Thursday, 3/9... complete #8 and 9:

__CW__: "part 2" of quiz and introduction to word problems
 * Monday, March 6**:

__HW__ due Tuesday, 3/7... be sure #1, 2 (on the back) are complete:

__CW__: Similarity and Introduction to Trigonometry Quiz
 * Thursday, March 2**:

__HW__ due Monday, 3/6: Look up a definition of each of the terms below (be sure to write it down!). Then, find an illustrated example of each and sketch that example. 1. angle of elevation 2. angle of depression


 * Thursday, March 2: QUIZ **

__CW__: 1. finding an unknown side length of a triangle using trigonometry; 2. collecting data to find the height of the building
 * Friday, February 24**:

__HW__ due Monday, 2/27:

__CW__: 1. similarity quiz #1 retake; 2. introduction to trigonometry
 * Thursday, February 23**:

__HW__ due Friday, 2/24... complete #2 and #5 on the back:

__CW__: wrap up of dilations, quiz review
 * Tuesday, February 21**:

No __HW__ due Thursday, 2/23

__CW__: SchoolNet "midterm"
 * Friday, February 17**:

__HW__ due Tuesday, 2/21: Bring your scientific calculator (has trigonometry functions: "sin", "cos", "tan")

__CW__: notes tying together dilation and similarity
 * Thursday, February 16**:

No __HW__ due Friday, 2/17

__CW__: 1. midsegment theorem wrap up; 2. more practice with dilations
 * Tuesday, February 14:**

__HW__ due Thursday, 2/16... complete the front:

__CW__: introduction to dilations on the coordinate plane
 * Monday, February 13:**

__HW__ due Tuesday, 2/14... complete #4, 6, 13 ("//c//" is the scale factor!):


 * Friday, February 10: QUIZ **
 * Be able to define similarity (corresponding angles are congruent, corresponding sides are proportional).
 * Be able to find missing values (sides, angles) in similar triangles.
 * Be able to determine whether or not triangles are similar using AA, SAS, or SSS. You must cite evidence to support your conclusion.

__CW__: with a substitute (Ms. Rapoport in a training) worked with midsegment theorem
 * Thursday, February 9**:

__HW__ due Friday, 2/10: Study for the quiz. Use the three bullet points above in red as a guideline for your practice.

__CW__: 1. review of midpoint and distance formulas; 2. introduction to midsegment theorem
 * Tuesday, February 7**:

__HW__ due Thursday, 2/9... complete the first page:

__CW__: proving triangles similar
 * Monday, February 6**:

__HW__ due Tuesday, 2/7... complete the classwork. You must show some work for each problem. Each set of similar triangles will be proved similar by AA. If you can only show one set of angles are congruent but can't figure out the second that's okay but be sure you show what you do know!

__CW__: similar triangle theorems (AA, SAS, SSS)
 * Friday, February 3**:

__HW__ due Monday, 2/6:

__CW__: finding missing values given similar triangles
 * Thursday, February 2**:

__HW__ due Friday, 2/3... complete the back:

__CW__: 1. more work with the concept of similarity; 2. scoring PARCC open response problems with Mr. Benjamin
 * Tuesday, January 31**:

__HW__ due Thursday, 2/2: 1. Complete #15 - 16: 2. Write a brief (a few sentences) reflection on the PARCC scoring activity you did today with Mr. Benjamin

__CW__: introduction to similarity
 * Monday, January 30:**

__HW__ due Tuesday, 1/31... complete through #10 using your triangle measurements from class today (if you were absent today, you will not be able to complete this assignment and you will be excused from it). **Remember: For #7, you do not need to use tracing paper, just sketch Triangle ADE next to Triangle ABC.**

__CW__: review of parallelogram properties
 * Friday, January 27**:

__HW__ due Monday, 1/30:

__CW__: solving problems involving parallelograms (including rhombuses, rectangles, squares)
 * Thursday, January 26**:

__HW__ due Friday, 1/27:

__CW__: solving problems involving parallelograms (including rhombuses, rectangles, squares)
 * Tuesday, January 24:**

__HW__ due Thursday, 1/26:

__CW__: review of quadratics and parallelogram family tree
 * Monday, January 23**:

__HW__ due Tuesday, 1/24... complete #12, 18, 19 on the second page:

__CW__: review of quadratics
 * Thursday, January 19**:

__HW__ due Monday, January 23: PROOF BOOK due :) . The book needs to be given to me in hard copy before you leave the school on Monday.

__CW__: proof book work day
 * Wednesday, January 18**:

__HW__ due Thursday, 1/19: continue work on proof book

__CW__: triangle and parallelogram proof quiz
 * Tuesday, January 17**:

__HW__ due Wednesday, 1/18: work on your Proof Children's Book (we will have a work day tomorrow)


 * Tuesday, January 17: Quiz - triangle and parallelogram proofs **

__CW__: proof book (attached is the file that contains all proofs)
 * Friday, January 13:**

__HW__ due Tuesday, 1/17... study for your quiz:
 * 2 triangle proofs... be sure you know how to use a midpoint, a bisector, perpendicular lines, and CPCTC
 * 2 parallelogram proofs... you will be given the given/prove for all of the proofs in the packet and you choose **two** to prove:

__CW__: review of the properties of parallelograms we have proved (opposite sides are congruent, opposite angles are congruent, diagonals bisect each other, etc.)
 * Thursday, January 12:**

__HW__ due Friday, 1/13: For the quiz on Tuesday, you will need to be able to prove two properties of parallelograms. Choose two tonight and begin reviewing and practicing them:

__CW__: parallelogram proof presentations
 * Tuesday, January 10**:

__HW__ due Thursday, 1/12... Write a few sentences responding to the following as they relate to the proof presentations in class: 1. How was I as an audience member? 2. How was I as a presenter?

__CW__: parallelogram proofs
 * Monday, January 9**:

__HW__ due Tuesday, 1/10... work on your proof that you began with your group in class:

__CW__: introduction to parallelograms
 * Friday, January 6**:

__HW__ due Monday, 1/9... be sure page #2 is complete:

__CW__: practice drawing conclusions from the words "midpoint", "bisect" and when lines are parallel
 * Thursday, January 5**:

__HW__ due Friday, 1/6... Be sure 3 out of the first 4 proofs are completed and complete #6. These were started in class on Wednesday so you should have some done. Answer key is attached in case you are feeling really stuck:

__CW__: Proofs using "corresponding parts of congruent triangles are congruent" (CPCTC)
 * Wednesday, January 4**:

__HW__ due Thursday, 1/5:

__CW__: triangle proofs (answer to #3 below... sideways, sorry!)
 * Tuesday, January 3**:

__HW__ due Wednesday, 1/4... complete #4 (You will need to show the two triangles are congruent so start there, then think about how you may be able to prove the two angles are congruent):

To earn back points on your Unit 2 Test (if you earned less than 34.5 out of 46): 1. Complete test corrections for **Part I (Multiple Choice)** on a separate sheet to the best of your ability. Test corrections should include the correct answer and __where your misunderstanding happened and why the correct answer makes sense__. 2. Email Ms. Rapoport (rrapoport@latinpcs.org) with the problem numbers in Part 2 and Part 3 for which you lost half or more of the points. For example, if the question was worth 5 points and you earned 2 points, you lost 3 points which is more than half. I will email you back with specific problems to work on.
 * All of this can be done when you get back from break, but I wanted to give you this information in case you wanted to work on it during break.**

__CW__: wrap up work from Ms. Rapoport's absence
 * Monday, December 19:**

No __HW__ due Tuesday, 12/20

__CW__: triangle congruence postulates (SSS, SAS, ASA, AAS) and the HL theorem
 * Thursday, December 15:**

__HW__ due Friday, 12/16... complete through #20:

__CW__: 1. discussion of homework/when can we know two triangles are congruent?; 2. triangle inequality theorem (how do we know when three sides will form a triangle?)
 * Tuesday, December 13:**

__HW__ due Thursday, 12/15:

__CW__: Unit 2 Test
 * Monday, December 12**:

__HW__ due Tuesday, 12/13... __**Choose 1 of the following**__: A. Answer the following questions:
 * 1) In order to prove that two triangles are congruent do you need to know the **all** corresponding sides and corresponding angles are congruent, or could you still prove that two triangles are congruent if you were given fewer pieces of information (ex: all corresponding sides are congruent but we don't know anything about the angles)?
 * 2) If you think that we did not need to know **all** corresponding sides and corresponding angles are congruent, which combinations of sides and angles are enough to prove that two triangles are congruent? Experiment with as many combinations as you can think of (3 sides, 3 angles, 2 sides & 1 angle, etc.)

B. Experiment with triangle congruence using this [|link] and answer the following question: Which combinations of sides and angles are enough to prove that two triangles are congruent?


 * Thursday, December 8: UNIT 2 TEST **


 * Extra Credit Opportunity: Are all points congruent?*

__CW__: review stations for Unit 2 test
 * Tuesday, December 6:**

__HW__ due Thursday, 12/8: Study for Unit 2 test. Please use the study guide, past classwork and homework, and the shared Google Doc with the "discussion" questions.

__CW__: conclusion of congruence and correspondence with rigid motion
 * Monday, December 5**:

__HW__ due Tuesday, 12/6... complete #1, 2, 3 at the end of our classwork packet:

__CW__: congruence and correspondence with rigid motion
 * Thursday, December 1**:

No __HW__ due Monday 12/5

__CW__: congruence and correspondence with rigid motion
 * Tuesday, November 29:**

__HW__ due Thursday, 12/1... complete #1, 2:

__CW__: transformations review; the role of perpendicular bisectors (#20 is a -90 degree rotation about (0, 2) and #21 is a translation up 4)
 * Monday, November 28:**

__HW__ due Tuesday, 11/29... complete #2-5

__CW__: translations without the coordinate plane (construction)
 * Monday, November 21**:

__HW__ due Tuesday, 11/22... complete #1-10:

__CW__: introduction to translations
 * Friday, November 18**:

__HW__ due Monday, 11/21... document attached and questions pasted in below:

Decide whether each of the statements is true of false. Provide a counterexample if the answer is false. a. If a figure has exactly two lines of symmetry, it has an order of rotation of 2. b. If a figure has at least three lines of symmetry, it has an order of rotation of at least 3. c. If a figure has an order of rotation of exactly 2, it has exactly two lines of symmetry. d. If a figure has an order of rotation of at least 3, it has at least three lines of symmetry.

__CW__: rotations and reflections quiz
 * Thursday, November 17:**

__HW__ due Friday, 11/18... complete last page:


 * Thursday, November 17: Rotations and Reflections Quiz: **1. determine the center of rotation and angle of rotation given a pre-image and an image, 2. perform rotations of 90, 180, and 270 degrees on the coordinate plane, 3. determine the line of reflection given a pre-image and an image, 4. determine the line of reflection on a coordinate plane and perform a reflection on the coordinate plane. 5. be able to explain **why** perpendicular bisectors are important in rotations and reflections

__CW__: 1. reflections on the coordinate plane, 2. rotational and reflectional symmetry
 * Tuesday, November 15**:

__HW__ due Thursday, 11/17: Review for Rotations and Reflections Quiz

__CW__: reflections on the coordinate plane
 * Monday, November 14:**

__HW__ due Tuesday, 11/15:

__CW__: reflections without the coordinate plane
 * Thursday, November 10**:

__HW__ due Monday, 11/14:

__CW__: rotations on the coordinate plane
 * Tuesday, November 8**:

__HW__ due Thursday, 11/10:

__CW__: rotations on the coordinate plane
 * Monday, November 7**:

__HW__ due Tuesday, 11/8:

__CW__: rotations on the coordinate plane
 * Friday, November 4**:

__HW__ due Monday, 11/7... Complete #1-2:

__CW__: continuation of rotations without the coordinate plane
 * Thursday, November 3:**

__HW__ due Friday, 11/4:

__CW__: rotations without the coordinate plane
 * Tuesday, November 1:**

__HW__ due Thursday, 11/3:

__CW__: introduction to transformations without the coordinate plane
 * Monday, October 31:**

__HW__ due Tuesday, 11/1:

QUARTER 2 (starting above the double line)

__CW__: Unit 1 Test
 * Tuesday, October 25:**

No __HW__ due Friday, 10/28


 * Tuesday, October 25: UNIT 1 TEST **

__CW__: final review for test
 * Monday, October 24:**

__HW__ due Tuesday, 10/25: Review for the Unit Test. You may use your study guide, our shared study guide, the proofs and answer keys below, your classwork, old homework, notes. You have many resources!

__CW__: proof practice!
 * Friday, October 21:**

__HW__ due Monday, 10/24: continue practicing proofs

__CW__: unit 1 review - #5, 6
 * Thursday, October 20**:

__HW__ due Friday, 10/21... complete #7 from the study guide:

__CW__: unit 1 review - #1, 2, 3
 * Wednesday, October 19:**

__HW__ due Thursday, 10/20... complete #3, 4:

__CW__: parallel line CONVERSES
 * Tuesday, October 18**:

__HW__ due Wednesday, 10/19... complete #1, 2 from the study guide on a **separate sheet of paper** (you may also type it and share it with me if you prefer):


 * Friday, October 14: QUIZ - Be able to prove: 1. the vertical angles theorem, 2. alternate interior angles theorem, 3. same side interior angles theorem **
 * **Remember: You will be able to use your packet with the colorful cover page (Definitions, Properties, Postulates and Theorems)**
 * **Answer keys attached:**

__CW__: proving: 1. same side interior and same side exterior angles theorems
 * Thursday, October 13:**

__HW__ due Friday, 10/14: Study for the QUIZ (see above for details)

__CW__: Proving: 1. the vertical angles theorem, 2. congruent complements and supplements theorems, 3. alternate interior and exterior angles theorem
 * Tuesday, October 11:**

__HW__ due Thursday, 10/13:

__CW__: Day 3 of Lincoln/Euclid discussion: //How does Lincoln break apart the pro-slavery arguments using logic//?
 * Friday, October 7:**

__HW__ due Tuesday, 10/11:

__CW__: Day 2 of the Lincoln/Euclid discussion: //Were the justifications to slavery **logical**?//
 * Thursday, October 6:**

__HW__ due Friday, 10/7:

__CW__: 1. more counter-examples!, 2. discussion of the importance of logic and language
 * Tuesday, October 4**:

No __HW__ due Thursday, 10/6 (as long as you turned in your end-of-class reflection)

__CW__: introduction to logic (conditional statements), counter-examples
 * Monday, October 3**:

__HW__ due Tuesday, 10/4... complete page 2 (the back):

__CW__: missing angles (parallel lines and triangles)
 * Friday, September 30:**

__HW__ due Monday, 10/3: 1. complete angle chase 2. Read and answer the question at the bottom:

__CW__: finding missing angles and justifying each step
 * Thursday, September 29:**

__HW__ due Friday, 9/29... complete each question and include __step-by-step__ reasoning: __HW__ due Monday, 10/3... complete angle chase:

__CW__: review #2 Part B of Constructions Test
 * Monday, September 26**:

__HW__ due Tuesday, 9/27: Review the following for your homework quiz: 1. Solving angle problems (See 1.7 Angle Pair Homework assigned 9/20) 2. Be able to identify angle pairs in lines cut by a transversal AND know which pairs are parallel and which are congruent when lines are parallel (See page 3 of 1.8 Angles Created by a Transversal Homework assigned 9/22)

__CW__: 1. using a protractor; 2. practice with angle pairs created by a transversal
 * Friday, September 23:**

__HW__ due Monday, 9/26... complete page #4 (do not spend too long on 8-10):

__CW__: angles created by a transversal
 * Thursday, September 22**:

__HW__ due Friday, 9/23... complete page 3 of the attached:

__CW__: 1. completing Constructions Test; 2. solving for missing angles AND justifying with **reasons**
 * Tuesday, September 20**:

__HW__ due Thursday, 9/22:

__CW__: Constructions Test
 * Monday, September 19**:

No __HW__ due Tuesday, 9/20

In case you want to see the steps for our constructions [|perpendicular bisector]:, [|bisecting an angle], [|creating an equilateral triangle]
 * Upcoming CONSTRUCTIONS TEST: Monday, September 19 **

__CW__: critiquing group work
 * Tuesday, September 13**:

__HW__ due Monday, 9/19:

__CW__: review of constructions
 * Monday, September 12:**

__HW__ due Tuesday, 9/13: Study for tomorrow's **homework quiz** to include:
 * 1) describe the steps to constructing an equilateral triangle (HW 1.3)
 * 2) describe why circles are important in construction of an equilateral triangles (1.4 Exit Slip)
 * 3) be able to identify the correct order of steps to creating an angle bisector (HW 1.5)

__CW__: www.euclidthegame.com -- What level can you beat??
 * Friday, September 9:**

No __HW__ due Monday, 9/12

__CW__: 1. review of angle bisectors, 2. introduction to www.euclidthegame.com
 * Thursday, September 8:**

__HW__ due Friday, 9/9:

__CW__: 1. constructing angle bisectors; 2. constructing perpendicular bisectors
 * Tuesday, September 6**:

__HW__ due Thursday, 9/8:

__CW__: equilateral triangle construction exploration
 * Friday, September 2**:

__HW__ due Tuesday, 9/6:


 * Friday, 9/2: Homework Quiz: ** Because this is the first homework quiz of the year, we will review together in class on Thursday so you know how to study for these in the future.

__CW__: continuation of constructions: how to construct an equilateral triangle
 * Thursday, September 1:**

__HW__ due Friday, 9/2:
 * 1) Review for homework quiz (the following assignments will be covered: 1.1 Introduction to Euclid Homework, 1.2 Basic Geometric Terms Homework)
 * 2) complete #1 (you completed #2 last night):

__CW__: 1. practice with basic geometric terms; 2. introduction to constructions
 * Tuesday, August 30:**

__HW__ due Thursday, 9/1... complete just #2:

__CW__: basic geometric terms
 * Monday, August 29**:

__HW__ due Tuesday, 8/30:

__CW__: [|introduction to Euclid]
 * Friday, August 26:**

__HW__ due Monday, 8/29: 1. Be sure to have your syllabus signed! 2. 1.1 Introduction to Euclid:

__CW__: syllabus review
 * Thursday, August 25:**

__HW__ due Friday, 8/26... underline/highlight or write down the three most interesting things from the reading:

__HW__ due Monday, 8/29... have syllabus signed by someone at home. See the top of the wiki for the syllabus!

__CW__: introductions; perfect square activity
 * Wednesday, August 24:**

__HW__ due Thursday, 8/25: