January 8, 2013

January 7th-January 11th

Monday, January 7, 2013
Review solving fraction and decimal problems using addition, subtraction, multiplication and division


In class:
Practiced on Whiteboards

Homework:
pgs 89-90
Problems: 2-22 even # only
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Tuesday January 8, 2013
Review solving fraction and decimal problems using addition, subtraction, multiplication and division


In class:
Quiz #7:  2.1-2.3   Solving fraction and decimal problems using addition, subtraction, multiplication and division


Homework:
None
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Wednesday, January 9, 2013


I can use Algebra Tiles to model solving one step equations using inverse operations (addition or subtraction)


In class:
2.4 Solving Equations using Addition or Subtraction

- Students were introduced to Algebra Tiles to model solving one step equations
-Practiced using Algebra Tiles to solve one step equations
-Recognize the inverse relationship between addition and subtraction.


Example:






**** Remember to use the INVERSE operation on BOTH sides of the EQUATION*****
**** START on the SIDE with the VARIABLE*****
  • Homework: (Draw the Algebra Tiles for each problem!)  See the above example!
  • 2.4 Packet
  • pg 41 Example #2
  • pg 42 Activity #3 problems a-d 
------------------------------------------------------------------------------------------------------------------ Thursday, January 10, 2013


I can solve a one-step equation using inverse operations (addition/subtraction)

In class:
2.4 Solving Equations using Addition or Subtraction

-Transitioned from Algebra Tiles to solving equations using the "algebra method".  Showing "adding the opposite" to both sides of an equation.

Homework:
Pages 42-43 in your 2.4 packet (be sure to show ALL steps on BOTH sides of the equation)

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Friday, January 11, 2013


I can solve a one-step equation using inverse operations (addition/subtraction)
 
In class:
2.4 Solving Equations using Addition or Subtraction

Focused on solving equations using the "algebra method".  Showing "adding the opposite" to both sides of an equation for more complex one-step equations (decimals and fractions).



Homework:
page 44 in your packet (BACK PAGE)
 problems 1-6  (YOU MUST show the STEPS when solving the problems)
The process is as important as the correct answer!

Steps to Solving a one step equation:
  1. Always start on the side of the variable
  2. Add the opposite/show the inverse operation on BOTH sides of the equation
  3. "Whatever you do to one-side of the equation, you must do unto the other side of the equation"
  4. Check your answer by substitution