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Fundamentals of Mathematics, 2008a

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681<br />

Exercise 11.10.8 (Solution on p. 692.)<br />

(Section 11.2) −a 2 + 3a + 4, if a = 4.<br />

Exercise 11.10.9 (Solution on p. 692.)<br />

(Section 11.2) − (5 − x) 2 + 7 (m − x) + x − 2m, if x = 5 and m = 5.<br />

For problems 10-12, simplify each expression by combining like terms.<br />

Exercise 11.10.10 (Solution on p. 692.)<br />

(Section 11.3) 6y + 5 − 2y + 1<br />

Exercise 11.10.11 (Solution on p. 692.)<br />

(Section 11.3) 14a − 3b + 5b − 6a − b<br />

Exercise 11.10.12 (Solution on p. 692.)<br />

(Section 11.3) 9x + 5y − 7 + 4x − 6y + 3 (−2)<br />

For problems 13-22, solve each equation.<br />

Exercise 11.10.13 (Solution on p. 693.)<br />

(Section 11.4) x + 7 = 15<br />

Exercise 11.10.14 (Solution on p. 693.)<br />

(Section 11.4) y − 6 = 2<br />

Exercise 11.10.15 (Solution on p. 693.)<br />

(Section 11.4) m + 8 = −1<br />

Exercise 11.10.16 (Solution on p. 693.)<br />

(Section 11.4) −5 + a = −4<br />

Exercise 11.10.17 (Solution on p. 693.)<br />

(Section 11.5) 4x = 104<br />

Exercise 11.10.18 (Solution on p. 693.)<br />

(Section 11.5) 6y + 3 = −21<br />

Exercise 11.10.19 (Solution on p. 693.)<br />

(Section 11.5) 5m 6 = 10 3<br />

Exercise 11.10.20 (Solution on p. 693.)<br />

(Section 11.5) 7y 8<br />

+ 1 4 = −13<br />

4<br />

Exercise 11.10.21 (Solution on p. 693.)<br />

(Section 11.5) 6x + 5 = 4x − 11<br />

Exercise 11.10.22 (Solution on p. 693.)<br />

(Section 11.5) 4y − 8 − 6y = 3y + 1<br />

Exercise 11.10.23 (Solution on p. 693.)<br />

(Section 11.6 and Section 11.7) Three consecutive even integers add to -36. What are they?<br />

Exercise 11.10.24 (Solution on p. 693.)<br />

(Section 11.6 and Section 11.7) The perimeter <strong>of</strong> a rectangle is 38 feet. Find the length and width<br />

<strong>of</strong> the rectangle if the length is 5 feet less than three times the width.<br />

Exercise 11.10.25 (Solution on p. 693.)<br />

(Section 11.6 and Section 11.7) Four numbers add to -2. The second number is three more than<br />

twice the negative <strong>of</strong> the rst number. The third number is six less than the rst number. The<br />

fourth number is eleven less than twice the rst number. Find the numbers.<br />

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