Question 1: Simplify the expression using the Distributive Property:

$$5\left(3x+8\right)$$  

Question 2: Choose the correct expression being modeled:

Question 3: Simplify the expression using the Distributive Property:

$$\frac{1}{4}\left(8x-28\right)$$  

Question 4: Factor the expression completely:

$$12x\ +\ 42$$  

Question 5: Factor the expression completely:

$$-4x\ -\ 20$$  

Question 6: Factor the expression completely:

$$-3x+18$$  

Question 7: Select the expression equivalent to  $$10x+9-2x+5$$  

Question 8: Simplify the expression: $$7-6f+3f-11+8f+2$$  

Question 9: Simplify the expression: $$\frac{1}{4}b+\frac{3}{8}b-3$$  

How would you rate your understanding of PRIORITY ONE Questions?

Question 10a: The area of a rectangle is A = l x w.  

Write the area of the given rectangle as a product of the given dimensions.

Question 10b: The area of a rectangle is A = l x w.  

Simplify the expression you wrote in part "a".

Question 11: Simplify the expression:  $$6\left(x-3\right)+5x+7$$  

Question 12a: For the model to the right:

Write an expression that represents the model.

Question 12b: For the model to the right:

Simplify the expression.

Question 13a: A local video game store is advertising $18.25 off the price of each video game. You decide to buy 4 video games. Let p represent the price of each game.

Write a factored expression that represents the total cost of your games.

Question 13c: A local video game store is advertising $18.25 off the price of each video game. You decide to buy 4 video games. Let p represent the price of each game.

c. If the price of one video game is $80, how much money will it cost to purchase 4 video games?

How would you rate your understanding of PRIORITY TWO Questions?