Solve the equation for a:

105 = 15a

(a)  

What will you do to both sides of the equation to solve for the variable y?

171 = 9y

(a)  

Solve the equation for y:

171 = 9y

(a)  

What will you do to both sides of the equation to solve for the variable r?

18 = 3r

(a)  

Solve the equation for r:

18 = 3r

(a)  

What will you do to both sides of the equation to solve for the variable v?

-68 = 4v

(a)  

Solve the equation for v:

-68 = 4v

(a)  

What will you do to both sides of the equation to solve for the variable p?

2p = -26

(a)  

Solve the equation for v:

2p = -26

(a)  

What will you do to both sides of the equation to solve for the variable k?

20k = -120

(a)  

Solve the equation for k:

20k = -120

(a)  

What will you do to both sides of the equation to solve for the variable w?

-16w = -272

(a)  

Solve the equation for w:

-16w = -272

(a)  

What will you do to both sides of the equation to solve for the variable w?

-12 = -4w

(a)  

Solve the equation for w:

-12 = -4w

(a)  

What will you do to both sides of the equation to solve for the variable k?

-19k = -171

(a)  

Solve the equation for k:

-19k = -171

(a)  

What will you do to both sides of the equation to solve for the variable a?

108 = -6a

(a)  

Solve the equation for a:

108 = -6a

(a)  

What will you do to both sides of the equation to solve for the variable z?

-13z = 39

(a)  

Solve the equation for z:

-13z = 39

(a)  

What will you do to both sides of the equation to solve for the variable k?

136 = -17k

(a)  

Solve the equation for k:

136 = -17k

(a)  

What will you do to both sides of the equation to solve for the variable m?

$$-2=\frac{m}{4}$$  

(a)  

Solve the equation for m:

$$-2=\frac{m}{4}$$  

(a)  

What will you do to both sides of the equation to solve for the variable y?

$$\frac{y}{-14}=-11$$   

(a)  

Solve the equation for y:

$$\frac{y}{-14}=-11$$   

(a)  

What will you do to both sides of the equation to solve for the variable x?

-25 = -x  

(a)  

Solve the equation for x:

-25 = -x  

(a)  

What will you do to both sides of the equation to solve for the variable b?

$$10=\frac{b}{15}$$    

(a)  

Solve the equation for b:

  $$10=\frac{b}{15}$$  

(a)  

What will you do to both sides of the equation to solve for the variable j?

$$3=\frac{j}{6}$$     

(a)  

Solve the equation for j:

  $$9=\frac{j}{6}$$  

(a)  

What will you do to both sides of the equation to solve for the variable m?

$$\frac{m}{17}=7$$     

(a)  

Solve the equation for m:

  $$\frac{m}{17}=7$$

(a)  

What will you do to both sides of the equation to solve for the variable z?

$$\frac{z}{8}=-3$$     

(a)  

Solve the equation for z:

  $$\frac{z}{8}=-3$$

(a)  

What will you do to both sides of the equation to solve for the variable b?

$$\frac{b}{9}=-19$$    

(a)  

Solve the equation for b:

  $$\frac{b}{9}=-19$$

(a)  

What will you do to both sides of the equation to solve for the variable z?

$$-16=\frac{z}{16}$$    

(a)  

Solve the equation for z:

  $$-16=\frac{z}{16}$$

(a)  

What will you do to both sides of the equation to solve for the variable c?

$$\frac{c}{-10}=13$$    

(a)  

Solve the equation for c:

  $$\frac{c}{-10}=13$$  

(a)  

What will you do to both sides of the equation to solve for the variable x?

$$11=\frac{x}{-8}$$    

(a)  

Solve the equation for x:

  $$11=\frac{x}{-8}$$  

(a)  

What will you do to both sides of the equation to solve for the variable c?

$$7=\frac{c}{-12}$$    

(a)  

Solve the equation for c:

  $$7=\frac{c}{-12}$$  

(a)  

What will you do to both sides of the equation to solve for the variable k?

$$\frac{k}{-8}=-2$$    

(a)  

Solve the equation for k:

  $$\frac{k}{-8}=-2$$

(a)  

What will you do to both sides of the equation to solve for the variable j?

$$-7=\frac{j}{-10}$$    

(a)  

Solve the equation for j:

  $$-7=\frac{j}{-10}$$

(a)  

What will you do to both sides of the equation to solve for the variable v?

$$\frac{v}{-17}=-14$$    

(a)  

Solve the equation for v:

  $$\frac{v}{-17}=-14$$

(a)