Multi-Step Equations
Multi-Step Equations w/ Variables on Both Sides
Literal Equations
Absolute Value Equations
One-Step Equations
100

Solving Equations

4x + 3 = 7

x = 1

100

Solving Equations

5n - 2 = 8n - 14

n = 4

100

Solve: I=Prt for t

I/pr = t

100

How many solutions can you have when solving absolute value equations?

Two or None

100

4 = -8 + x

x= 12

200

Solving Equations

4(6 + 5x) = 124

x = 5

200

Solving Equations

-4(-8p + 1) = -4 - 8p

p = 0

200

Solve Ax + By = C for y

y= C-Ax/B

200
List the general steps you follow for solving absolute value equations.

1. Isolate the absolute value expression using inverse operations

2. Set up two equations with the inside of the absolute value, one equal to the positive and one equal to the negative

3. Solve for the variable

4. List your solutions as a solution set

200

x + 12 = 0

x= -12

300

Solving Equations

-108 = -8(x + 6) - 4

x = 7

300

Solving Equations

6(6n - 2) = 8n - 40

n = -1

300

(4/3)(p-q)=r 

3/4 r + q = p

300

|8m-8| = 40

m = {-4, 6}

300

3 = -2 – x

x= -5

400

Solving Equations

172 = 5(4a + 6) + 2

a=7

400

Solving Equations

5x + 5 + 4x = 4 - 3x + 6

x= 5/12    or    x= 0.41667

400

Solve m + 2n2= 7m for n

n = + or - square root of 3m

400

-5|4p+4| = -40

p = {-3, 1}

400

5x = -80

x= 16

500

Solving Equations

-93 = 7(-3k - 8) + 5

k = 2

500

Solving Equations

-5(8n - 4) - n = - 16 - 5n

n = 1

500

What are literal equations? Give an example.

Equations with multiple variables.

500

2|g-5|+7 = 13

g = {2, 8}

500

16 = x/2

x= 32

M
e
n
u