Last week we learned about how to solve equations with absolute values such as |x - 54|= 20 and
-|3x| + 4 = 3. Not sure how to solve them? See if someone can show you on a whiteboard.
We also learned how to graph absolute value equations such as y = |3x - 6|
To review the absolute value:
1) Go to this website.
2) Click on the dots under the letters "a", "h", and "k" and slide the dots to see how the graph of absolute value equations change along with the equations.
This week we are looking at inequalities!
Use your notes from Friday and from classwork on Monday to help complete this week's problems.
Bronze
absolute value comparisons
one-step inequalities
Silver
graphing inequalities on the number line
inequalities in one variable
Gold
graphs of inequalities in two variables
graphing inequalities in two variables on your own
graphing inequalities in two variables challenge
-|3x| + 4 = 3. Not sure how to solve them? See if someone can show you on a whiteboard.
We also learned how to graph absolute value equations such as y = |3x - 6|
To review the absolute value:
1) Go to this website.
2) Click on the dots under the letters "a", "h", and "k" and slide the dots to see how the graph of absolute value equations change along with the equations.
This week we are looking at inequalities!
Use your notes from Friday and from classwork on Monday to help complete this week's problems.
Bronze
absolute value comparisons
one-step inequalities
Silver
graphing inequalities on the number line
inequalities in one variable
Gold
graphs of inequalities in two variables
graphing inequalities in two variables on your own
graphing inequalities in two variables challenge