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| number, or the product of a number and one or more variables raised to a power. |
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| the numerical factor of the term. |
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| + and – signs that are not inside parentheses. |
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| single term with exponents. |
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| monomial or the sum of monomials. |
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| If a variable does not show an exponent |
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| the exponent is understood to be 1. |
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| is the sum of the exponents on the variables. |
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| The degree of a polynomial |
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| is the highest degree of all the terms. |
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| A polynomial is in standard form if |
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| it is written with the terms in descending order of exponents. |
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| distribute the minus and combine like terms. |
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| is a function whose rule is a polynomial. |
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| The degree of a polynomial function is |
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| the largest exponent on the variable. |
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| To evaluate a polynomial function |
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| substitute the value for the variable (birds’ nest) |
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| Blah, blah, blah problems |
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| If they give you a big long paragraph with a polynomial embedded in it, just fish out the polynomial and the value and solve it. |
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| Adding and subtracting polynomial functions |
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| The profit function is defined as |
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| the total revenue minus the total cost. |
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