Multiply Using the Distributive Property and Area Models

"D" matches with which property?

Choose the correct answer choice.

Answer choices:

1. Commutative Property

2. Associative Property

3. Identity Property

4. Inverse Property

5. Property of Zero

6. Distributive Property

7. Reflexive Property

8. Symmetric Property

9. Transitive Property

• 1

• 2

• 5

• 6

What is the total area of the generic rectangle?

• 4992 square units

• 4500 square units

• 3002 square units

• 18002 square units

To multiply 34(25) we could use:

• generic rectangle

• expression

• bar graph

• distributive property

• traditional algorithm

Write the following quadratic polynomial in standard form given the product (using the generic rectangle):

(x - 2)(x + 4)

• x² + 2x - 8

• x² + x + 8

• x² - 6x -8

• x² + 6x + 4

Find the error when multiplying the polynomial as shown in the generic rectangle: (2x - 4)(x + 3)

• -12 should be 12, when you multiply the product is positive

• 3x should b 6x, you would multiply 2x by 3 and get 6x

The ______________ property states that "when a sum get's multiplied by a single number, EVERY number in the SUM gets multiplied by that number (outside)"

• Associative

• Multiplicative Identity

• Distributive

• Additive Inverse

When using the generic rectangle and distributive property this type of expression is called:

4\left(200+50+6) = Area as ____

What is the original Multiplication problem represented ?

• 600+240+100+40+30+20+8+5

• (30+5)(20+8)

• 600 + 240 + 100 + 40

• 35(28)

Rate your ABILITY to use and Area Model to solve this problem: 341(27)

• I have NO IDEA how to use the area model (rectangles) to solve this

• I THINK I know, but I need more practice with area models

• I KNOW how to use Area Model to solve this problem.

• I understand it so well I could TEACH someone how to use Area Model to solve these problems.

D matches with which property?

Type the NUMBER only of the answer.

Answer choices:

1. Commutative Property

2. Associative Property

3. Identity Property

4. Inverse Property

5. Property of Zero

6. Distributive Property

7. Reflexive Property

8. Symmetric Property

9. Transitive Property