Solutions Manual
Page 1. Solutions Manual. Page 2. Copyright © by the McGraw-Hill Companies Inc Algebra 2. Page 4. Page 5. 1. Chapter 1. Chapter 1 Solving Equations and ...
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Chapter 1 Solving Equations and Inequalities 1 Chapter 2 Linear Relations and Functions
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Chapter 1: Solving Equations and Inequalities Apps Videos Practice Now Lesson 1: Expressions and Formulas apps videocam create Lesson 2: Properties
Answer Key
TransparenciesProvides transparencies with
answers for each lesson in the Student EditionISBN 0-07-828001-X9 78007828001690000
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Chapter 1 Solving Equations and Inequalities
Lesson 1-1 Expressions and Formulas
Pages 8Ð10
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calculate a drug dosage given a supply dosage and a doctorÕs drug order. They also use formulas to calculate IV flow rates.Answers should include the
following.¥ A table of IV flow rates is
limited to those situations listed, while a formula can be used to find any IV flow rate.¥ If a formula used in a
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©Glencoe/McGraw-Hill3Algebra 2Chapter 1
1a.Sample answer: 2
1b.Sample answer:?5
1c.Sample answer:?11
1d.Sample answer: 1.3
1e.Sample answer:
1f.Sample answer:?1.3
3.0; Zero does not have a
multiplicative inverse since is undefined.5.N, W, Z, Q, R
7.Multiplicative Identity
9.Additive Identity
11.3 13. 15.17.1.5(10 ? 15 ? 12 ? 8 ?
19 ? 22 ? 31) or 1.5(10) ?
1.5(15) ? 1.5(12) ? 1.5(8) ?
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19.W, Z, Q, R
21.N, W, Z, Q, R
23.I, R
25.N, W, Z, Q, R
27.Q, R; 2.4, 2.49,
29.Associative Property (?)
31.Associative Property (?)
33.Multiplicative Inverse
35.Multiplicative Identity
37.?m; Additive Inverse2.9
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1 3 1 0 122.A rational number is the ratio
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6.Q, R
8.Associative Property (?)
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20.Q, R
22.Q, R
24.Z, Q, R
26.I, R
28.Additive Inverse
30.Additive Identity
32.Commutative Property (?)
34.Distributive
36.038.Multiplicative Inverse
1 m; ?17a?1 2 3 1 8 13 2 13Lesson 1-2 Properties of Real Numbers
Pages 14Ð18
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©Glencoe/McGraw-Hill4Algebra 2Chapter 1
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4 3 3 4 1 10 1240.natural numbers
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©Glencoe/McGraw-Hill5Algebra 2Chapter 1
65.Def. of a mixed number
Distributive
Multiply.
Comm. (?)
Add.Assoc. (?)
Add.67.4700 ft
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71.Answers should include the
following.¥Instead of doubling each
coupon value and then adding these values together, the DistributiveProperty could be applied
allowing you to add the coupon values first and then double the sum.?8?1 or 9?8? ?3 4 1 4? ?8? 3 4 1 4 ?6?2? 3 4 1 4 ?6? 3 4 ?2? 1 4 ?3 2??3 ?1 4? ?2 1??2 ?1 8? ?3 ?2? 1 4? ?2 ?1? 1 8? 3 ?2 1 4? ?2 ?1 1 8?66.50(47 ? 47); 50(47) ? 50(47)
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©Glencoe/McGraw-Hill6Algebra 2Chapter 1
¥If a store had a 25% off
sale on all merchandise, the Distributive Property could be used to calculate these savings. For example, the savings on a $15 shirt, $40 pair of jeans, and $25 pair of slacks could be calculated as 0.25(15) ?0.25(40) ?0.25(25) or as 0.25(15 ?
40 ?25) using the
Distributive Property.
73.C75.False; 0 ? 1 ??1, which is
not a whole number.77.False; which is not
a whole number. 79.681.?2.75
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