Mr. Conrad's Geometry Blog

Bellwork Quiz 3

Google Slides

Homework due Monday Proofs Practice 1

Bellwork#31

Reference Sheet:  Angle Pairs Note Sheet – Google Docs

Parallel Lines Maze Practice:  Parallel Lines Mazes

Today in class we worked on our angles formed by a transversal intersecting parallel lines.  The Parallel Lines Maze practice is due Friday along with Khan Academy Practices “Solving linear equations and linear inequalities” and “Interpreting Linear Equations”

Khan Academy:  Make sure you are signed up to our class using the code posted in one of the previous posts.  Make sure conradd is one of your coaches.  Go to courses in the upper left and click it, then go to SAT on the right side and click it, if questions pop up asking about college board say no and then I’ll sign up later.  If it asks you to share SAT activity MAKE SURE YOU HIT SHARE ACTIVITY WITH CONRADD.  Then scroll down slightly and on the right side of the page click math,  Then do the first two practices named above.  You can keep doing them as many times as you like, I will take the highest score.  Email me if you cant find it. Remember there is a BELLWORK QUIZ over those two practices tomorrow.

No Bellwork

Unit 1 Test Retake

Khan Academy —-You need to be signed up for our class…go to coaches and put the code for your hour in.  The codes are listed on Monday’s Blog post.  Then you go to courses in the upper left and click, then click SAT on the right.  If it ask you if you took previous test answer either way, if it ask you to sign in to college board answer “I’ll sign in later.”  If it ask you to share SAT activity with me, hit share.  Then scroll down a small amount and on the right click math.  Then pick practice for the first two which are “Solving linear equations and inequalities” and “Interpreting Linear Functions”

 

 

Bellwork#30

In class today we went over the parallel and traversal angles practice.

Khan Academy Class codes:

1st hour – DC7P54V9

2nd hour – 7VGYRBXD

3rd hour – 2J6DKFZ4

4th hour – 9EY83A9X

5th hour – P9QWPS4W

You need to click courses, then SAT, then click math in the middle of the page.  Then the list of SAT practices will come up.  For this week you are responsible for the first two on the list..1) Solving Linear Equations and Linear Inequalities and 2) Interpreting Linear Functions.

Bellwork#29

Parallel Lines and Transversals Practice

Today in class we went over 5 theorems for angle pairs formed when a transverse intersects parallel lines.  Homework is to finish the Parallel Lines and Transversals Practice.

No Bellwork – Half Day/Pep Rally

If you have not yet signed up for Khan Academy do so.  The Class codes are listed on a previous post.

Bellwork#27

Parallel Lines and Transversals Notes

Parallel Lines and Transversals Handout

Parallel Lines and Transversals Practice

Today in class we classified angle pairs as corresponding angles, alternate interior angles, same side interior, alternate exterior, and same side exterior angles.  We then began working on the practice questions 1-9.  Questions 1-9 are due on Monday.

Bellwork#27

Proofs cut-out activity…get copy in class if you were absent.

Today in class we did the proofs cutout activity.  It was due at the end of the hour.  If you were absent I will give a copy to take home and complete.

Homework practice that was on the back of the notes is due tomorrow….Algebraic Proof Notes and Practice

 

Bellwork#26

Algebraic Proof Notes and Practice

Algabbraic Proof Notes – Filled in

Today in class we went over Algebraic properties and practiced proofs using those algebraic properties.

Homework due Wednesday:  The problems on the blog on Monday’s post.

Homework due Thursday:  The algebraic proofs practice on the back of the proof notes…link above.

Bellwork#25

Today we went over the Unit 1 test.

Remind Code: @6bghbe

remind.com/join/6bghbe

Homework problems that are due Wednesday at the beginning of class (1-8):

 

6. Find the distance between (5, -4) and (-2, -2).

7. Find the midpoint between (5, -4) and (-2,-2).

8.  If B(-2,5) is the midpoint between A(-5, 1) and C, find the coordinates of C.