Week 9: Advanced Math-Distributive Property

Last updated about 2 years ago

12 questions

Required

Week 9: Advanced Math-Distributive Property

Last updated about 2 years ago

12 questions

Welcome Back!  Week 9: Advanced Math-Distributive Property has a short video and about 12 questions. 

Be sure to attempt all the questions and submit when you are finished.   Please contact me through the comment feature or send an email to rshaw@fergflor if you have any questions.

Distributive Property:
(1) Multiply the number outside the parenthesis by each term inside the parenthesis.
(2) Write the original operation symbols (add or subtract signs) in their proper place.
(3) Change double signs:    + + = +      + – = –        – + = –        – – = +    (same signs = +, different signs –)
(4) Combine any like terms.

Required

Simplify by removing parenthesis: –5(2n + 3) =

Required

Simplify by removing parenthesis: 3(5x – 4) =

Required

Simplify by removing parenthesis: 3(t – 5) =

Distributive Property and Combine Like Terms Reminders:
(1) Multiply the number outside the parenthesis by each term inside the parenthesis.
(2) Write the original operation symbols (add or subtract signs) in their proper place.
(3) Change double signs:    + + = +      + – = –        – + = –        – – = +    (same signs = +, different signs –)
(4) Combine any like terms.

Required

Simplify: 5(2n + 3) + 4n =

Required

Simplify: 2(5x – 4) – 8x=

Required

Simplify: 3(t – 5) – 2=

 
Distributive Property:
(1) Multiply the number outside the parenthesis by each term inside the parenthesis.
(2) Write the original operation symbols (add or subtract signs) in their proper place.
(3) Change double signs:    + + = +      + – = –        – + = –        – – = +    (same signs = +, different signs –)
(4) Combine any like terms.

Required

Simplify by removing parenthesis: 7(1.2n + 6) =

Required

Simplify by removing parenthesis: –3.2(6x + 4) =

Required

Simplify by removing parenthesis: 5.2(2x – 4) =

Required

Which of the following expressions are equivalent to 3(2x - 7)

Required

Solve for the variable.

Required

Week 9: Advanced Math-Distributive Property

Week 9: Advanced Math-Distributive Property

Distributive Property:

(1) Multiply the number outside the parenthesis by each term inside the parenthesis.

(2) Write the original operation symbols (add or subtract signs) in their proper place.

(3) Change double signs: + + = + + – = – – + = – – – = + (same signs = +, different signs –)

(4) Combine any like terms.

Simplify by removing parenthesis: –5(2n + 3) =

Simplify by removing parenthesis: –5(2n + 3) =

Simplify by removing parenthesis: 3(5x – 4) =

Simplify by removing parenthesis: 3(5x – 4) =

Simplify by removing parenthesis: 3(t – 5) =

Simplify by removing parenthesis: 3(t – 5) =

Distributive Property and Combine Like Terms Reminders:

(1) Multiply the number outside the parenthesis by each term inside the parenthesis.

(2) Write the original operation symbols (add or subtract signs) in their proper place.

(3) Change double signs: + + = + + – = – – + = – – – = + (same signs = +, different signs –)

(4) Combine any like terms.

Simplify: 5(2n + 3) + 4n =

Simplify: 2(5x – 4) – 8x=

Simplify: 3(t – 5) – 2=

Distributive Property:

(1) Multiply the number outside the parenthesis by each term inside the parenthesis.

(2) Write the original operation symbols (add or subtract signs) in their proper place.

(3) Change double signs: + + = + + – = – – + = – – – = + (same signs = +, different signs –)

(4) Combine any like terms.

Simplify by removing parenthesis: 7(1.2n + 6) =

Simplify by removing parenthesis: 7(1.2n + 6) =

Simplify by removing parenthesis: –3.2(6x + 4) =

Simplify by removing parenthesis: –3.2(6x + 4) =

Simplify by removing parenthesis: 5.2(2x – 4) =

Simplify by removing parenthesis: 5.2(2x – 4) =

Which of the following expressions are equivalent to 3(2x - 7)

Solve for the variable.

How long did this lesson take you to complete?

Distributive Property:

(1) Multiply the number outside the parenthesis by each term inside the parenthesis.

(2) Write the original operation symbols (add or subtract signs) in their proper place.

(3) Change double signs: + + = + + – = – – + = – – – = + (same signs = +, different signs –)

(4) Combine any like terms.

Simplify by removing parenthesis: –5(2n + 3) =

Simplify by removing parenthesis: –5(2n + 3) =

Simplify by removing parenthesis: 3(5x – 4) =

Simplify by removing parenthesis: 3(5x – 4) =

Simplify by removing parenthesis: 3(t – 5) =

Simplify by removing parenthesis: 3(t – 5) =

Distributive Property and Combine Like Terms Reminders:

(1) Multiply the number outside the parenthesis by each term inside the parenthesis.

(2) Write the original operation symbols (add or subtract signs) in their proper place.

(3) Change double signs: + + = + + – = – – + = – – – = + (same signs = +, different signs –)

(4) Combine any like terms.

Simplify: 5(2n + 3) + 4n =

Simplify: 2(5x – 4) – 8x=

Simplify: 3(t – 5) – 2=

Distributive Property:

(1) Multiply the number outside the parenthesis by each term inside the parenthesis.

(2) Write the original operation symbols (add or subtract signs) in their proper place.

(3) Change double signs: + + = + + – = – – + = – – – = + (same signs = +, different signs –)

(4) Combine any like terms.

Simplify by removing parenthesis: 7(1.2n + 6) =

Simplify by removing parenthesis: 7(1.2n + 6) =

Simplify by removing parenthesis: –3.2(6x + 4) =

Simplify by removing parenthesis: –3.2(6x + 4) =

Simplify by removing parenthesis: 5.2(2x – 4) =

Simplify by removing parenthesis: 5.2(2x – 4) =

Which of the following expressions are equivalent to 3(2x - 7)

Solve for the variable.

How long did this lesson take you to complete?