Question

Fill in the blank spaces of the table below with your work. Steps 3x−17−6x=−12x+5 −4 Step 1. Collect Like Terms 17 - 3x = -12x+1 Step 2. Move variables to one side of the equation: (Addition/Subtraction Property of Equalities) Step 3. Move constant to the other side of equation: (Addition/Subtraction Property of Equalities) Step 4. Isolate your variable: (Multiplication/Division Property of Equalities)

Answer 1

There are several ways to solve an equation.

After solving $3x - 17 - 6x = -12x + 5 - 4$, the value of x is 2

The equation is given as:

$3x - 17 - 6x = -12x + 5 - 4$

Step 1: Collect like terms

$-17 - 3x = -12x + 1$

Step 2: Move variables to one side of the equation

$12x - 3x - 17= 1$

Step 3: Move constant to the other side

$12x - 3x = 17+ 1$

$9x = 18$

Step 4: Isolate your variable

$\frac{9x}{9} = \frac{18}{9}$

$x = 2$

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