Exam 1: The Real Numbers

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Find all numbers x satisfying the following equation. Find all numbers x satisfying the following equation.

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Evaluate: Evaluate:

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Expand the given expression. (2x + 9y + 4z)2.

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Find all numbers x satisfying the equation. If there is more than one answer, enter the largest one first and separate them by commas. Find all numbers x satisfying the equation. If there is more than one answer, enter the largest one first and separate them by commas.

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Write the set as an interval or as the union of two intervals. Write the set as an interval or as the union of two intervals.

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Find all numbers x satisfying the inequality. Give your solution in interval notation. Find all numbers x satisfying the inequality. Give your solution in interval notation.

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Write the intersection as a single interval. Write the intersection as a single interval.

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Let Let    and    . Find a number C such that A + B + C equals      . and Let    and    . Find a number C such that A + B + C equals      . . Find a number C such that A + B + C equals Let    and    . Find a number C such that A + B + C equals      . .

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Find all numbers x satisfying the equation. If there is more than one answer, enter the largest one first and separate them by commas. Find all numbers x satisfying the equation. If there is more than one answer, enter the largest one first and separate them by commas.

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Write the union as a single interval. Write the union as a single interval.

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Simplify the given expression as much as possible. Simplify the given expression as much as possible.

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Fill in the blank. Fill in the blank.

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Simplify the given expression as much as possible. Simplify the given expression as much as possible.

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Write the union as a single interval. Write the union as a single interval.

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Given the irrational number Given the irrational number     , find a number B such that A + B = 6. , find a number B such that A + B = 6.

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Write the set as an interval or as the union of two intervals. Write the set as an interval or as the union of two intervals.

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Let Let    . Find an irrational number B such that the product AB is rational . Find an irrational number B such that the product AB is rational

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Given the irrational number Given the irrational number     , find a number B such that A + B =     . , find a number B such that A + B = Given the irrational number     , find a number B such that A + B =     . .

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Write the set as an interval or as the union of two intervals. Write the set as an interval or as the union of two intervals.

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Find all numbers x satisfying the inequality. Give your solution in interval notation. Find all numbers x satisfying the inequality. Give your solution in interval notation.

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