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Fundamentals of Mathematics, 2008a

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278<br />

CHAPTER 4.<br />

Solutions to Exercises in Chapter 4<br />

Solution to Exercise 4.2.1 (p. 217)<br />

4, 7<br />

Solution to Exercise 4.2.2 (p. 218)<br />

5, 8<br />

Solution to Exercise 4.2.3 (p. 218)<br />

10, 15<br />

Solution to Exercise 4.2.4 (p. 218)<br />

1, 9<br />

Solution to Exercise 4.2.5 (p. 218)<br />

0, 2<br />

Solution to Exercise 4.2.6 (p. 219)<br />

1<br />

10<br />

Solution to Exercise 4.2.7 (p. 219)<br />

11<br />

14<br />

Solution to Exercise 4.2.8 (p. 219)<br />

16<br />

35<br />

Solution to Exercise 4.2.9 (p. 219)<br />

800<br />

7,000<br />

Solution to Exercise 4.2.10 (p. 219)<br />

three eighths<br />

Solution to Exercise 4.2.11 (p. 219)<br />

one tenth<br />

Solution to Exercise 4.2.12 (p. 219)<br />

three two hundred ftieths<br />

Solution to Exercise 4.2.13 (p. 219)<br />

one hundred fourteen three thousand one hundred ninetieths<br />

Solution to Exercise 4.2.14 (p. 219)<br />

3<br />

8<br />

Solution to Exercise 4.2.15 (p. 219)<br />

1<br />

16<br />

Solution to Exercise 4.2.16 (p. 219)<br />

5, 9, ve ninths<br />

Solution to Exercise 4.2.17 (p. 219)<br />

1, 10, one tenth<br />

Solution to Exercise 4.2.18 (p. 220)<br />

numerator, 3; denominator, 4<br />

Solution to Exercise 4.2.20 (p. 220)<br />

numerator, 1; denominator, 5<br />

Solution to Exercise 4.2.22 (p. 220)<br />

numerator, 7; denominator, 7<br />

Solution to Exercise 4.2.24 (p. 220)<br />

numerator, 0; denominator, 12<br />

Solution to Exercise 4.2.26 (p. 220)<br />

numerator, 18; denominator, 1<br />

Solution to Exercise 4.2.28 (p. 220)<br />

4<br />

5<br />

Solution to Exercise 4.2.30 (p. 220)<br />

15<br />

20<br />

INTRODUCTION TO FRACTIONS AND MULTIPLICATION<br />

AND DIVISION OF FRACTIONS<br />

Available for free at Connexions

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