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For the first three problems, decide if each expression is a polynomial. If the expression is a polynomial, then decide if the polynomial is a monomial, a binomial, or a trinomial. |
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1)
Polynomial? |
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2)
Polynomial? |
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3)
Polynomial? |
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For the next two problems, determine the “degree” of the polynomial. |
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4)
What is the degree of the polynomial? |
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5)
What is the degree of the polynomial? |
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For the next three problems, simplify each expression by combining like terms. |
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For the next three problems, add the polynomials. State the letter of the correct answer. |
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For the next two problems, find the perimeter of the polygons. State the answer as an expression in simplified form. |
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For the next two problems, find the sum of the polynomials. Recall that terms with variable factors that are exactly the same are called “like terms”. State the letter of the correct answer. |
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For the next six problems, subtract the polynomials. State the letter of the correct answer. |
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Multiplying and Dividing Monomials and Polynomials |
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For the next four problems, distribute the monomial over each term of the polynomial. State the letter of the correct answer. |
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For the next three problems, rewrite the quotient into a sum of the terms, and then apply the properties of exponents to divide. State the letter of the correct answer. |
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Multiplying Binomials by Binomials |
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34) If you were directed by your school to complete Offline Activities for this course, please enter the information on the Log Entry form. |
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