Exam 5: Exponents and Polynomials

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Divide the expressions. Divide the expressions.

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Which one of the following functions translates the graph of Which one of the following functions translates the graph of   to a new graph g with a vertical shift down 3 units and a horizontal shift left 8 units. to a new graph g with a vertical shift down 3 units and a horizontal shift left 8 units.

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Using the graph below find the x -value at which the minimum value of the function occurs. Using the graph below find the x -value at which the minimum value of the function occurs.

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The exponent rules in this section DO apply to the operations of __________ and __________.

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Find the product and simplify. Find the product and simplify.

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Find the product and simplify. Find the product and simplify.

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Solve the equation Solve the equation   using the Quadratic Formula. using the Quadratic Formula.

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When you multiply two polynomials each of degree 1 or higher the resulting polynomial has a larger degree than either of the two original degrees.

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Simplify the expression. Simplify the expression.

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Divide the expressions. Divide the expressions.

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Perform the operation and write the answer in scientific notation. Perform the operation and write the answer in scientific notation.

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Solve the equation Solve the equation   by factoring. by factoring.

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Find an expression for the area of the square. Simplify the expression. Find an expression for the area of the square. Simplify the expression.

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The equation The equation   has 2 real solutions. has 2 real solutions.

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Find an expression for the area of the rectangle. Simplify the expression. Find an expression for the area of the rectangle. Simplify the expression.

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Find the product and simplify. Find the product and simplify.

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Simplify the expression. Write the final answer using positive exponents only. Simplify the expression. Write the final answer using positive exponents only.

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The distributive property only applies to numbers not polynomials.

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Solve the equation Solve the equation   using the Quadratic Formula. Round answers to nearest hundredth. using the Quadratic Formula. Round answers to nearest hundredth.

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Simplify the expression. Simplify the expression.

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