Exam 1: Algebraic Concepts

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Simplify by combining like terms. ​ Simplify by combining like terms. ​   ​

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Use a calculator to approximate the indicated power. Round your answer to three decimal places. ​ Use a calculator to approximate the indicated power. Round your answer to three decimal places. ​   ​

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In calculus problems, the answers are frequently expected to be in a simple form with a radical instead of an exponent. Write the expression with radicals. ​ In calculus problems, the answers are frequently expected to be in a simple form with a radical instead of an exponent. Write the expression with radicals. ​   ​

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Perform the indicated operations and simplify. ​ Perform the indicated operations and simplify. ​   ​

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Perform the indicated operations and simplify. ​ Perform the indicated operations and simplify. ​   ​

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Use your calculator to approximate the following expression. ​ Use your calculator to approximate the following expression. ​   ​ Round your answer to eight decimal places. ​ ​ Round your answer to eight decimal places. ​

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Use the rules of exponents to simplify the expression. ​ Use the rules of exponents to simplify the expression. ​   ​

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Perform the indicated operations and simplify. ​ Perform the indicated operations and simplify. ​   ​

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Find Find   if the universal set   . ​   ,   ​ if the universal set Find   if the universal set   . ​   ,   ​ . ​ Find   if the universal set   . ​   ,   ​ , Find   if the universal set   . ​   ,   ​

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Perform the indicated operations and simplify. ​ Perform the indicated operations and simplify. ​   ​

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Choose the proper Choose the proper   ,   , or   symbol to replace   . ​   ​ , Choose the proper   ,   , or   symbol to replace   . ​   ​ , or Choose the proper   ,   , or   symbol to replace   . ​   ​ symbol to replace Choose the proper   ,   , or   symbol to replace   . ​   ​ . ​ Choose the proper   ,   , or   symbol to replace   . ​   ​

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From data adapted from the National Center for Health Statistics, the height From data adapted from the National Center for Health Statistics, the height   in inches and age   in years for boys between 4 and 16 years of age are related according to   . To account for normal variability among boys, normal height for a given age is   of the height obtained from the equation. Find the inequality which represents the normal height range for a boy who is 11.25 years old. Round your answer to two decimal places. ​ in inches and age From data adapted from the National Center for Health Statistics, the height   in inches and age   in years for boys between 4 and 16 years of age are related according to   . To account for normal variability among boys, normal height for a given age is   of the height obtained from the equation. Find the inequality which represents the normal height range for a boy who is 11.25 years old. Round your answer to two decimal places. ​ in years for boys between 4 and 16 years of age are related according to From data adapted from the National Center for Health Statistics, the height   in inches and age   in years for boys between 4 and 16 years of age are related according to   . To account for normal variability among boys, normal height for a given age is   of the height obtained from the equation. Find the inequality which represents the normal height range for a boy who is 11.25 years old. Round your answer to two decimal places. ​ . To account for normal variability among boys, normal height for a given age is From data adapted from the National Center for Health Statistics, the height   in inches and age   in years for boys between 4 and 16 years of age are related according to   . To account for normal variability among boys, normal height for a given age is   of the height obtained from the equation. Find the inequality which represents the normal height range for a boy who is 11.25 years old. Round your answer to two decimal places. ​ of the height obtained from the equation. Find the inequality which represents the normal height range for a boy who is 11.25 years old. Round your answer to two decimal places. ​

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Factor by finding the common monomial factor. ​ Factor by finding the common monomial factor. ​   ​

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The intensity of sound I (as a multiple of the average minimum threshold of hearing intensity) is related to the decibel level D (or loudness of sound) according to The intensity of sound I (as a multiple of the average minimum threshold of hearing intensity) is related to the decibel level D (or loudness of sound) according to   . Express   using radical notation when   . ​ . Express The intensity of sound I (as a multiple of the average minimum threshold of hearing intensity) is related to the decibel level D (or loudness of sound) according to   . Express   using radical notation when   . ​ using radical notation when The intensity of sound I (as a multiple of the average minimum threshold of hearing intensity) is related to the decibel level D (or loudness of sound) according to   . Express   using radical notation when   . ​ . ​

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Perform the indicated operations with expressions involving fractional exponents and then simplify. ​ Perform the indicated operations with expressions involving fractional exponents and then simplify. ​   ​

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Use Use   notation to indicate all containment relations between the following two sets. ​   ,   ​ notation to indicate all containment relations between the following two sets. ​ Use   notation to indicate all containment relations between the following two sets. ​   ,   ​ , Use   notation to indicate all containment relations between the following two sets. ​   ,   ​

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The Richter scale reading for an earthquake measures its intensity (as a multiple of some minimum intensity used for comparison). The intensity I corresponding to a Richter scale reading R is given by The Richter scale reading for an earthquake measures its intensity (as a multiple of some minimum intensity used for comparison). The intensity I corresponding to a Richter scale reading R is given by   . An earthquake occurred near San Francisco in 1923 that measured 6.9; another earthquake occurred in 1947 that measured 7.75. Calculate the ratio of these intensities (larger to smaller). Round your answer to six decimal places. ​ . An earthquake occurred near San Francisco in 1923 that measured 6.9; another earthquake occurred in 1947 that measured 7.75. Calculate the ratio of these intensities (larger to smaller). Round your answer to six decimal places. ​

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Write the following set a second way. ​ Write the following set a second way. ​   ​

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Factor the expression as a product of binomials. ​ Factor the expression as a product of binomials. ​   ​

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If $P is invested for n years at rate i (as a decimal), compounded annually, the future value that accrues is given by If $P is invested for n years at rate i (as a decimal), compounded annually, the future value that accrues is given by   , and the interest earned is   . Find S for the given P, n, and i. Round your answer to two decimal places. ​ $1,700 for 7 years at 12% ​ , and the interest earned is If $P is invested for n years at rate i (as a decimal), compounded annually, the future value that accrues is given by   , and the interest earned is   . Find S for the given P, n, and i. Round your answer to two decimal places. ​ $1,700 for 7 years at 12% ​ . Find S for the given P, n, and i. Round your answer to two decimal places. ​ $1,700 for 7 years at 12% ​

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