Lesson 10: The Distributive Property (Part 2) | Unit 6: Expressions and Equations

Open Ended

Explain why the area of the large rectangle is $$2a + 3a + 4a$$ .

Open Ended

Explain why the area of the large rectangle is $$(2+3+4)a$$ .

Multiple Choice

Determine the correct expression for the area of the shaded rectangle.

• 6(2-m)

• 6(m-2)

Open Ended

Explain how you determined the correct expression for the area of the shaded rectangle.

Multiple Select

Select **all** the expressions that represent the total area of the rectangle.

• $$5t + 4t$$

• $$t + 5 + 4$$

• $$9t$$

• $$4 \cdot 5 \cdot t$$

• $$t(5+4)$$

Multiple Select

Which expressions represent the total area of the large rectangle? Select **all** that apply.

• $$6(m+n)$$

• $$6n + m$$

• $$6n + 6m$$

• $$6mn$$

• $$(n+m)6$$

Multiple Select

Select **all** the expressions that represent the area of the shaded rectangle.

• $$10(3-c)$$

• $$3(10-c)$$

• $$10(c-3)$$

• $$30-3c$$

• $$3(c-10)$$

Multiple Choice

Select **all** the expressions that represent the total area of the large rectangle.

• $$5(x+y)$$

• $$5 + xy$$

• $$5x + 5y$$

• $$2(5+x + y)$$

• $$5xy$$