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Module 7_LL2c_DuranK 1
Solving Linear Equations
Module 7_LL2c_DuranK 2
Materials
1 Card stock paper Ruler Pencil Scissors Color Pencils Brain
Module 7_LL2c_DuranK 3
Foldable
Fold along the middle
(hotdog style)
Module 7_LL2c_DuranK 4
Open fold and draw lines across the inside
Module 7_LL2c_DuranK 5
Cut to the middle fold
Module 7_LL2c_DuranK 6
F OL D
Parenthesis ( )’s
X’s on Same Side (or constants)
X’s on Opposite Sides
Constant
Coefficient
Solution
FRONT SIDE
Module 7_LL2c_DuranK 7
Use Distributive Property to remove ( )’s
Combine Like Terms
Use Additive Inverse to remove x on right side
Use Additive Inverse to remove constant
Use Multiplicative Inverse to remove coefficient.
3 types of solutions: one (x = -1), infinite for true statements (5 = 5), or none for false statements (3 = 0).
3 types of solutions: one (x = -1), infinite for true statements (5 = 5), or none for false statements (3 = 0).
Module 7_LL2c_DuranK 8
Use Distributive Property to remove ( )’s
Combine Like Terms
Use Additive Inverse to remove x on right side
Use Additive Inverse to remove constant
Use Multiplicative Inverse to remove coefficient.
3 types of solutions: one (x = -1), infinite for true statements (5 = 5), or none for false statements (3 = 0).
3(-3x – 1) – 9 = -5(x – 4)
-9x – 3 – 9 = -5x + 20
-9x – 12 = -5x + 20 +5x +5x
-4x – 12 = 20+ 12 +12
-4x = 32 -4 -4
x = -8
Module 7_LL2c_DuranK 9
F OL D
Back SIDE
Name
Date