Which of the properties must be shared between two terms in order for them to be considered alike?
Which of the properties must be shared between two terms in order for them to be considered alike?
In this formative you will find...
-Unit Notes
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-Textbook questions and answers for this topic
-A formative quiz to check your understanding
Please comple the following questions in your notebook. I will be doing periodic homework checks so make sure you do not lose it. You can check your work with the key at the end
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Which of the properties must be shared between two terms in order for them to be considered alike?
Which of the following polynomials consists ONLY of like terms?
Which of the pairs below do NOT represent like terms?
Which of the polynomials are equivalent?
Which set of polynomials are equivalent?
Select the option below that is correctly ordered in descending powers of x
Which of the following options correctly pairs together like terms of the equation?
What is the simplified form of the equation below in descending powers of x:
Which of the expressions is correctly simplified?
Simplify the polynomial below...
Simplify the polynomial below...
Write the simplified expression for the addition of polynomial A and polynomial B
Add the following
(ensure your answer is in descending powers of x)
Which of the following polynomials describes the perimeter of the triangle?
What is the perimeter of the triangle as a simplified polynomial in descending powers of x.
Which of the polynomials is correctly simplified?
Polynomial A minus Polynomial B equals (2x+6). If Polynomial A is below, what is Polynomial B
Polynomial A
Select the expression that represents the addition of polynomial A and polynomial B.
-Red is positive
-Blue is Negative
