Notizen
Solving multi-step equations!
Inhalt der Notizen (9)
Seite 1
Solving Equations! ( aka solving a mystery!)
What are one step equations? How do they look? What are the four basic operations?
One step means you have to do only one thing to find an answer! Oh, to stay that simple!

Seite 2
One Step Equations
What are the four basic operations?
Add
Subtract
Multiply
Divide
How does an equation with addition look?

Seite 3
How does an equation with subtraction look?

Seite 4
How does an equation with multiplication look?

Seite 5
How does an equation with division look?

Seite 6
How do two step equations look? What makes them different? (besides another step????)

The difference is the variable term has now been multiplied or divided AND also has a number either added to or subtracted from it
Seite 7
In the picture below, how is the x combined with the 9? How is the 3 combined with the 9x?
In the picture below, how is the x combined with the 3? How is the 12 combined with the variable term?
IMPORTANT!!!! In two step equations, take care of anything added to or subtracted from first!!!!!
Seite 8
More than Two Steps!

look for parenthesis to see is you need the distributive property
if you see them, distribute ( which means multiply two times)
once you multiply, check for like terms (what does that mean?)
combine like terms ON THE SAME SIDE FIRST - if you have any SAME SIDE KEEP SAME SIGN ALREADY THERE
combine like terms on opposite side SECOND - CHANGE SIDES CHANGE SIGNS
the last step will be to divide or to multiply

Seite 9
EVEN MORE STEPS

look for parenthesis to see is you need the distributive property
if you see them, distribute ( which means multiply two times)
once you multiply, check for like terms (what does that mean?)
combine like terms ON THE SAME SIDE FIRST - if you have any SAME SIDE KEEP SAME SIGN ALREADY THERE
combine like terms on opposite side SECOND - CHANGE SIDES CHANGE SIGNS
the last step will be to divide or to multiply

Informationen
- Beschreibung
- 9th grade Math Notiz am Solving multi-step equations!, erstellt von Debbie Walden am 18/09/2017.
- Erstellt von
- Debbie Walden · Sep 2017
- Aktualisiert
- 18 Sep 2017
- Aufrufe
- 1
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- Erstellt von Debbie Walden · 18 Sep 2017
- Kopiert von Debbie Walden · 18 Sep 2017
- Kopiert von Debbie Walden · 18 Sep 2017
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