Thursday, August 1, 2013

Setting up the Room!

This is a room in progress:
Still messy, but getting closer to the final look.
East Wall
Here are some pics of what the room looked like in mid-build.  I went in to campus yesterday to clean a little and move the furniture around so it looked more like a classroom.  As you can see, it still has a long way to go.  It could use some additions to the walls, although I've made the desks look a lot nicer than these pictures show.  Also, I could use some butcher paper on the pegboards.  Following this time-consuming work, I need to go get the pacing guides and curriculum maps for English 10 and Algebra 1.  Hope to see some eager faces on August 15th!  


West Wall
We have a small space and I hope that the way I moved the bookshelves and cabinet around from the last teacher will open up the space, because I really don't like cramped rooms!
Definitely need more white board and some cords for the projector.
North Wall

This setup will be cozy, but there's a lot to work with and I've been promised a few student computers along the side there (West Wall).
I can't wait to get some bulletin boards up and start planning some lessons.
I'm really looking forward to this new year.

Tuesday, April 30, 2013

Warm Up 4/30

Warm Up Problems:
1. The slope of a line is -3, the point (0,-2) is on the line.  What is the equation of the line?

2. These three points are on the same line: (-3,0), (-1,1), (1,2).  What is the equation of the line?
[embed graph here from google doc with g(math) add on?]
3. Factor this expression:  2x^2 - 7x + 3

4. 4(3x+1) - 4 < 4x -8

5. Solve this system:  2x + y = 14
                                 x        = -y + 7




Types and Answers (link to answers?, or post answers the next day. put in as equation text.) (also give standard addressed?)
1. slope and intercept into an equation
1. answer is y= -3x -2
2. graph to equation
2. answer is y= 1/2 x + 1.5
3. Factoring
3. Answer is (2x-1)(x-3)
4. x=   (solving multi-step with distribution)
4. Answer is x < -1
5. solve systems using elimination
5. Answer is (0,7)