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Fundamentals of Mathematics, 2008a

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399<br />

Nonterminating Divisions (Section 6.8)<br />

A nonterminating division is a division that, regardless <strong>of</strong> how far it is carried out, always has a remainder.<br />

Nonterminating divisions are also called nonexact divisions.<br />

Converting Fractions to Decimals (Section 6.9)<br />

A fraction can be converted to a decimal by dividing the numerator by the denominator.<br />

6.12 Exercise Supplement 12<br />

6.12.1 Exercise Supplement<br />

6.12.1.1 Reading and Writing Decimals (Section 6.2)<br />

Exercise 6.12.1 (Solution on p. 416.)<br />

The decimal digit that appears two places to the right <strong>of</strong> the decimal point is in the<br />

position.<br />

Exercise 6.12.2<br />

The decimal digit that appears four places to the right <strong>of</strong> the decimal point is in the<br />

position.<br />

For problems 3-8, read each decimal by writing it in words.<br />

Exercise 6.12.3 (Solution on p. 416.)<br />

7.2<br />

Exercise 6.12.4<br />

8.105<br />

Exercise 6.12.5 (Solution on p. 416.)<br />

16.52<br />

Exercise 6.12.6<br />

5.9271<br />

Exercise 6.12.7 (Solution on p. 416.)<br />

0.005<br />

Exercise 6.12.8<br />

4.01701<br />

For problems 9-13, write each decimal using digits.<br />

Exercise 6.12.9 (Solution on p. 416.)<br />

Nine and twelve-hundredths.<br />

Exercise 6.12.10<br />

Two and one hundred seventy-seven thousandths.<br />

Exercise 6.12.11 (Solution on p. 416.)<br />

Fifty-six and thirty-ve ten-thousandths.<br />

Exercise 6.12.12<br />

Four tenths.<br />

Exercise 6.12.13 (Solution on p. 416.)<br />

Four thousand eighty-one millionths.<br />

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