Exam 1: Fundamental Concepts of Algebra

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Approximate the real-number expression to four decimal places : Approximate the real-number expression to four decimal places :

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Approximate the real-number expression to four decimal places : Approximate the real-number expression to four decimal places :

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Write the expression as a simplified rational number. Write the expression as a simplified rational number.

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Simplify the expression. Simplify the expression.

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Factor the polynomial. Factor the polynomial.

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Simplify the expression. Simplify the expression.

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Rewrite the following expression without using the absolute value symbol, and simplify the result. Rewrite the following expression without using the absolute value symbol, and simplify the result.

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Simplify the expression. Simplify the expression.

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Simplify the expression. Simplify the expression.

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Replace the symbol "?" to make the resulting statement true for all real numbers : p, b, and c, whenever the expressions are defined. Replace the symbol ? to make the resulting statement true for all real numbers : p, b, and c, whenever the expressions are defined.

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Replace the symbol "?" to make the resulting statement true for all real numbers : t, b, and c, whenever the expressions are defined. Replace the symbol ? to make the resulting statement true for all real numbers : t, b, and c, whenever the expressions are defined.

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Factor the polynomial. Factor the polynomial.

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The two given numbers are coordinates of points The two given numbers are coordinates of points   and   , respectively, on a coordinate line. Express the indicated statement as an inequality involving the absolute value symbol.   ,   is at least  and The two given numbers are coordinates of points   and   , respectively, on a coordinate line. Express the indicated statement as an inequality involving the absolute value symbol.   ,   is at least  , respectively, on a coordinate line. Express the indicated statement as an inequality involving the absolute value symbol. The two given numbers are coordinates of points   and   , respectively, on a coordinate line. Express the indicated statement as an inequality involving the absolute value symbol.   ,   is at least  , The two given numbers are coordinates of points   and   , respectively, on a coordinate line. Express the indicated statement as an inequality involving the absolute value symbol.   ,   is at least  is at least The two given numbers are coordinates of points   and   , respectively, on a coordinate line. Express the indicated statement as an inequality involving the absolute value symbol.   ,   is at least

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Rationalize the numerator. Rationalize the numerator.

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Approximate the real-number expression to four decimal places. Approximate the real-number expression to four decimal places.

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In astronomy, distances to stars are measured in light years. One light year is the distance a ray of light travels in one year. If the speed of light is approximately 186,000 miles per second, estimate the number of miles in two light years.

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Rewrite the expression using a radical. Rewrite the expression using a radical.

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Factor the polynomial : 16x 2 - 88x + 121

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Rationalize the denominator. Rationalize the denominator.

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Simplify the expression. Simplify the expression.

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