Exam 10: Equations of Lines and Simplifying Radical Expressions

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Name the set using the roster method. -The set of even numbers between 1 and 5

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Solve the problem. -Anthony wanted to buy a particular kind of cheese. He checked in five different stores and found the following prices per pound: $6.65,$5.10,$6.80,$5.90\$ 6.65, \$ 5.10, \$ 6.80, \$ 5.90 , and $5.40\$ 5.40 . What was the mean price per pound?

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Find any modes that exist. - 6,6.6,4,6.6,3.86,6.6,4,6.6,3.8

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Write interval notation for the given set or graph. -Write interval notation for the given set or graph. -

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Find any modes that exist. - 5,9,30,3,2,8,34,1,4,165,9,30,3,2,8,34,1,4,16

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Factor. - 27c3+12527 \mathrm{c}^{3}+125

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Find the union. - {0,4,5,11}{a,b}\{0,4,5,11\} \cup\{\mathrm{a}, \mathrm{b}\}

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Solve. - 0.4z>0.6-0.4 z>-0.6

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Write interval notation for the given set or graph. -Write interval notation for the given set or graph. -

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Solve the problem. -The following prices per pound of oœan perch were found at seven supermarkets: $8.59,$9.49,$9.39,$9.59,$8.59,$9.29,$8.39\$ 8.59, \$ 9.49, \$ 9.39, \$ 9.59, \$ 8.59, \$ 9.29, \$ 8.39 What is the mode?

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Solve. - 6t14t36 t-1 \geq 4 t-3

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Simplify - 36254\sqrt[4]{\frac{3}{625}}

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Write interval notation for the given set or graph. - a+9<21a+9<21  Write interval notation for the given set or graph. - a+9<21

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Factor. - 27p3127 p^{3}-1

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Simplify. If an expression does not represent a real number, state this. - 2163\sqrt[3]{-216}

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Classify the statement as true or false. -The set of rational numbers \subseteq The set of whole numbers

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Find the median. - $57.15,$40.81,$68.88,$62.35,$40.81\$ 57.15, \$ 40.81, \$ 68.88, \$ 62.35, \$ 40.81

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Solve the problem. -The five sales people at Southwest Appliances earned commissions last year of $19,000,$31,000\$ 19,000, \$ 31,000 , $50,000,$17,000\$ 50,000, \$ 17,000 , and $23,000\$ 23,000 . Find the mean commission.

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Simplify. If an expression does not represent a real number, state this. - t77-\sqrt[7]{\mathrm{t}^{7}}

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Find an equation of the line containing the given pair of points - (1,1)(1,-1) and (3,3)(-3,3)

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