Exam 1: The Basics

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Apply the distributive property. Simplify when possible. 4(5x+8)+44(5 x+8)+4

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Identify the following statements as either true or false. All integers are also rational numbers.

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Find the area of the figure. Find the area of the figure.

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Perform the indicated operation and reduce to lowest terms. Assume the variable represents a nonzero number. Perform the indicated operation and reduce to lowest terms. Assume the variable represents a nonzero number.

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Perform the indicated operations. Simplify as much as possible. 5(85)+6(910)8(4)+5(6)\frac{5(-8-5)+6(9-10)}{8(-4)+5(-6)} Do not convert fractions to decimal form.

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Multiply. 2379-\frac{2}{3} \cdot \frac{7}{9}

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Use the rule for order of operations to simplify the expression as much as possible. 25+62÷22322^{5}+6^{2} \div 2^{2}-3^{2}

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Use the rule for order of operations to simplify the expression as much as possible. -4(3 - 9) - 7(1 - 7)

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For the sentence below, write an equivalent expression in symbols. The quotient of x and 99 is equal to the sum of x and 88 .

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Given the numbers in the set Given the numbers in the set   List all the integers. List all the integers.

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Find the LCD for each of the following; then perform the indicated operation. Find the LCD for each of the following; then perform the indicated operation.   Enter your answer as a fraction , if necessary. Enter your answer as a fraction , if necessary.

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Apply the distributive property. Simplify when possible. Apply the distributive property. Simplify when possible.

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Draw a number line that extends from - 5 to + 5. Label the point with the following coordinate. 118-\frac{11}{8}

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If the quotient of -18 and 3 is decreased by 2, what number results?

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Find the quotient. 186\frac{18}{-6}

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Use the rule for order of operations to simplify the expression as much as possible. (4+3)(43)(4+3)(4-3)

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Multiply the following. 13(7)\frac{1}{3}(7)

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Apply the distributive property. Simplify when possible. Apply the distributive property. Simplify when possible.

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Find the quotient. 848\frac{-8}{-48}

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Multiply the following. 35\frac{3}{5}

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