Exam 6: Polynomials

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Divide by using synthetic division: Divide by using synthetic division:

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Divide: Divide:

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Indicate whether Indicate whether   is a polynomial function. If it is a polynomial function:  A. Identify the leading coefficient. B. Identify the constant term. C. State the degree. is a polynomial function. If it is a polynomial function: A. Identify the leading coefficient. B. Identify the constant term. C. State the degree.

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Divide: Divide:

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Divide by using synthetic division: Divide by using synthetic division:

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Multiply: Multiply:

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Add the following. Use a horizontal format. Add the following. Use a horizontal format.

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Simplify by expanding: Simplify by expanding:

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Multiply: Multiply:

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For the polynomial function For the polynomial function   , use the Remainder Theorem to evaluate   . , use the Remainder Theorem to evaluate For the polynomial function   , use the Remainder Theorem to evaluate   . .

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Simplify the following. Write the answer in decimal notation. Simplify the following. Write the answer in decimal notation.

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Multiply: Multiply:

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Expand: Expand:

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Divide: Divide:

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Divide by using long division: Divide by using long division:

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Divide: Divide:

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Multiply: Multiply:

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For the polynomial function For the polynomial function   , use the Remainder Theorem to evaluate   . , use the Remainder Theorem to evaluate For the polynomial function   , use the Remainder Theorem to evaluate   . .

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Write the number 43,000,000,000 in scientific notation.

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Divide: Divide:

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