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Fundamentals of Mathematics, 2008a

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325<br />

Exercise 5.9.24<br />

8 3<br />

10 − 4 5 6 − 3 1 15<br />

Exercise 5.9.25 (Solution on p. 335.)<br />

11<br />

12 + 1 9 − 1 16<br />

Exercise 5.9.26<br />

7 2 9 − 5 5 6 − 1 1 3<br />

Exercise 5.9.27 (Solution on p. 335.)<br />

16 2 5 − 8 1 6 − 3 2 15<br />

Exercise 5.9.28<br />

4 1 8 + 0 − 32 8<br />

Exercise 5.9.29 (Solution on p. 335.)<br />

4 1 8 + 0 − 32 8<br />

Exercise 5.9.30<br />

8 − 2 1 3<br />

Exercise 5.9.31 (Solution on p. 335.)<br />

4 − 3 5<br />

16<br />

Exercise 5.9.32<br />

6 3 7 + 4<br />

Exercise 5.9.33 (Solution on p. 335.)<br />

11 2<br />

11 − 3<br />

Exercise 5.9.34<br />

21 5 8 − 5 8<br />

Exercise 5.9.35 (Solution on p. 335.)<br />

3<br />

4 + 5 16 · 4<br />

5<br />

Exercise 5.9.36<br />

11<br />

12 + 15<br />

16 ÷ 2 1 2<br />

Exercise 5.9.37 (Solution on p. 335.)<br />

1 3<br />

10 + 2 2 3 ÷ 4 9<br />

Exercise 5.9.38<br />

8 3 5 − 1 1<br />

14 · 3<br />

7<br />

Exercise 5.9.39 (Solution on p. 335.)<br />

2 3 8 ÷ 3 9<br />

16 − 1 9<br />

Exercise 5.9.40<br />

15 2 5 ÷ 50 − 1 10<br />

5.9.1.2 Complex Fractions and Combinations <strong>of</strong> Operations with Fractions (Section 5.5,Section<br />

5.6)<br />

Exercise 5.9.41 (Solution on p. 335.)<br />

9<br />

16<br />

21<br />

32<br />

Exercise 5.9.42<br />

10<br />

21<br />

11<br />

14<br />

Exercise 5.9.43 (Solution on p. 335.)<br />

1 7 9<br />

1 27<br />

5<br />

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