Exam 3: Decimal Notation

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Estimate an answer to the problem. -An advertisement states that television sets are on sale at B&G Electronics. The sale prices are: 13-inch set, $147.99; 19-inch set, $208.95; 21-inch set, $231.99; 27-inch set, $289.97; 50-inch set, $519.97. Estimate the approximate number of 27-inch sets that can be bought for $40, 619.

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Write as a decimal number rounded as indicated. - 911\frac{9}{11} ; Round to the nearest hundredth.

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Round to the indicated place value. -Round to the nearest one: 719.759

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Find the requested ratio in decimal notation rounded to the nearest thousandth. -At the opening night of a theater production, there are 274 women and 266 men in the audience. For this set of people, what is the ratio of women to the total number of people?

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Subtract. - 105.260.9804105.26-0.9804

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Find the perimeter of the figure below. Find the perimeter of the figure below.

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Write a word name for the given decimal notation. -9.773

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Simplify. - 1.1÷2+4×0.20.321.1 \div 2+4 \times 0.2-0.3^{2}

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Convert from dollars to cents. - $282.93\$ 282.93

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Find the perimeter of the figure below. Find the perimeter of the figure below.

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Write in decimal notation. - 334100\frac{334}{100}

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Write the word or phrase that best completes each statement or answers the question -Daniel wanted to convert 0.357 and 1.357 to fractional notation and he wrote 0.357=35710001.357=1357100000.357=\frac{357}{1000} \quad 1.357=\frac{1357}{10000} Do you agree with either of these answers? If not, where did Daniel go wrong? Explain your thinking and give the correct answers.

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Answer the question. -Which number is larger?

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Convert from dollars to cents. - $0.37\$ 0.37

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John is taking a road to Calistoga. He has already driven 74.18 miles. If the entire distance to Calistoga is 105 miles, how much further must John drive?

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Write the fraction in decimal notation. - 3320\frac{33}{20}

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Solve. - x+15.7=30.03x+15.7=30.03

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Simplify. - 2.55+2.022.092.922.55+2.02 \cdot 2.09-2.92

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Convert from dollars to cents. - $0.03\$ 0.03

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Convert from cents to dollars. - 30,974 Convert from cents to dollars. - 30,974

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