A few more games for algebraic thinking
- Number Card (24)
- (on number sense and operations)
- Shooting Balls
(NOTE: 4 levels)- (on linear functions and slope and y-intercept)
- Algebra Four
- (on solving equations)
May 05
A few more games for algebraic thinking
Apr 14
Three algebraic thinking games are
Mar 23
Here a two great websites that provide lots of great pattern problems.
These patterns can be used with elementary students (if you just ask number questions) through advanced algebra (if you include questions about functions).
Mathematics is often described as the study of patterns. That is exactly what Spotting Numbers and Visual Patterns do.
The interplay of geometry and numbers and algebraic thinking in these questions puts the learner squaring at the core of mathematical reasoning. Quite frankly, it doesn’t get much better than this! (OK, my opinion.)
Here are some questions. As a general rule, For Elementary: a-b; Middle School: a-d; Algebra: a-e
a. How many *** are in next figure?
b. How many *** are in next figure after that?
c. How many *** are in pattern n = 10?
d. How many *** are in pattern n = 43?
e. Generalize: How many *** are in pattern n?
*** might be spots, triangles, butterflies, football helmets, etc.
Mar 11
Luke showed some great practice games at http://www.arcademics.com/
Students can play these games against each other (or alone).
Mar 08
Standard | Date of 1st Quiz | Date of 2nd Quiz |
S.1 | 2/3/2015 | 2/10/2015 |
S.2 | 2/3/2015 | 2/10/2015 |
S.3 | 2/17/2015 | 2/24 |
S.4 | 2/24 | 3/3>>3/10 |
S.5 | 2/24 | 3/3>>3/10 |
S.6 | 3/3>>3/10 | 3/24 * |
S.7 | 3/10 | 3/24 * |
S.8 | 3/24 * | 3/31 |
S.9 | 3/24 * | 3/31 |
S.10 | 4/7 | 4/14 |
S.11 | 4/14 | 4/21 |
S.12 | 4/21 | 4/28* |
S.13 | 4/21 | 4/28* |
S.14 | 4/28* | 5/5 |
S.15 | 4/28* | 5/5 |
* These will be taken before Exam I or Exam II (first half of the class). Exams will be the last 75 minutes.
Mar 04
Check this out
http://nlvm.usu.edu/en/nav/frames_asid_201_g_4_t_2.html?open=instructions&from=category_g_4_t_2.html
Mar 04
Below are two videos. I do three examples from section 2.1.
The assignment for section 2.1 is pp. 190-193 #7,10,15,17,21,23,24,30,31,35,37,41,44,46,56.
This will be due March 26.
Mar 04
Click below to download the handout on how to create a model (function). This is going to be a model for a real-world situation.
Mar 03
More Systematic Review of Algebra. See page 190 #1-24. (We did some last week.) See the algebraic solution on page 180. Below is a video doing page 190 #19.
Now do page 190 #7, 10, 15, 17, 21, 23, 24.
Mar 03
Do 8.6 Double any number up to 20; and
8.7 Compatible Numbers for Addition
Click here>> 8.6DoubleAnyNumberupto20
8.7CompatibleNumbersforAddition
Put answers in your binder. If you have questions, ask.