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Chapter 8 Test Algebra 1

Attempt Information technology

8.3

non a real number −nine −nine

8.4

−7 −7 non a real number

8.7

−3 −3 non existent −2 −ii

8.eight

−6 −6 not real −4 −iv

8.9

6 < 38 < 7 6 < 38 < 7
4 < 93 3 < 5 four < 93 3 < v

viii.ten

nine < 84 < 10 ix < 84 < 10
5 < 152 three < half-dozen v < 152 iii < six

eight.11

3.32 3.32 4.xiv iv.14
3.36 iii.36

8.12

three.61 3.61 4.38 four.38
3.xv 3.15

viii.13

| b | | b | w | m | | m | q

8.xiv

| y | | y | p | z | | z | q

8.nineteen

eight | x | viii | x | −10 | p | −10 | p |

viii.20

13 | y | thirteen | y | −11 | y | −11 | y |

8.21

3 ten 9 3 x 9 3 | q 7 | three | q vii |

8.23

10 | a b | ten | a b | 12 p vi q ten 12 p 6 q 10
2 10 10 y 4 ii ten 10 y 4

8.24

15 | one thousand n | 15 | chiliad n | thirteen | 10 five y 7 | 13 | x 5 y 7 |
3 west 12 z 5 3 w 12 z 5

8.27

12 ii 12 2 3 3 3 3 3 iii ii 4 four 2 4 iv

eight.28

12 3 12 3 5 five 3 5 5 3 three 9 4 three nine 4

eight.29

b 2 b b ii b | y | y 2 four | y | y ii iv z z ii 3 z z two 3

8.30

p 4 p p 4 p p p 3 5 p p 3 5
q 2 q 6 q 2 q six

8.31

4 y 2 two y 4 y 2 ii y 3 p 3 2 p 3 three p 3 two p 3
2 q two 4 q 2 4 ii q 2 iv q 2 four

8.32

v a 4 3 a 5 a iv iii a 4 m 3 2 thousand 2 3 4 m 3 2 one thousand two 3
3 | n | 2 due north three 4 3 | n | two north 3 iv

8.33

vii | a 3 | b two 2 a b 7 | a 3 | b two 2 a b
ii x y seven x 2 y 3 ii x y 7 x 2 y iii 2 | x | y ii ii x 4 2 | x | y 2 2 x 4

viii.34

half dozen m 4 | n 5 | 5 m n 6 m 4 | due north 5 | 5 g n
2 x 2 y ix y 2 3 2 x ii y 9 y 2 3 2 | x y | five 10 three 4 two | x y | 5 ten 3 iv

8.35

−4 −iv no real number no real number

viii.36

−5 five 3 −v v iii no real number

8.39

v 4 five 4 3 5 three 5 two 3 two iii

viii.40

7 9 seven nine 2 5 two 5 one 3 1 3

8.41

| a | | a | | x | | x | y 3 y 3

8.42

x 2 x two m 2 m two northward 2 n 2

8.43

2 | p | 6 p 7 2 | p | 6 p 7

8.44

2 x 2 iii 10 five 2 x 2 3 x five

eight.45

iv | g | 5 grand | north 3 | four | grand | 5 one thousand | north 3 | 3 c 3 4 c three d 2 3 c 3 4 c 3 d 2
2 x 2 5 x 2 4 | y | 2 x 2 5 x 2 iv | y |

8.46

3 u 3 6 u 5 4 3 u 3 half-dozen u 5 4 ii r 5 3 s 2 2 r 5 3 southward two
3 | 1000 three | 2 m 2 4 | n three | iii | m 3 | 2 one thousand 2 four | n 3 |

8.47

5 | y | x 6 5 | y | 10 half dozen 2 x y y 2 iii 3 two x y y two 3 three
| a b | a 4 2 | a b | a 4 2

8.48

2 | m | iii 5 | n three | ii | m | 3 5 | n 3 | 3 ten y x 2 3 five 3 x y x 2 three 5
2 | a b | a 2 4 3 2 | a b | a 2 4 3

8.49

7 z ii 7 z 2 −v 2 3 −v ii 3
3 | m | two m 2 4 3 | m | 2 chiliad 2 four

8.fifty

8 m 4 eight m 4 −4 −four 3 | n | ii 4 3 | n | two 4

8.52

b 6 b 6 z 5 z 5 p four p four

8.53

( 10 m ) ane 2 ( 10 m ) one 2 ( 3 due north ) 1 5 ( 3 n ) 1 5
iii ( 6 y ) one 4 iii ( half dozen y ) one 4

8.54

( three k ) 1 7 ( iii k ) 1 7 ( five j ) one 4 ( five j ) 1 four
8 ( two a ) 1 iii 8 ( 2 a ) 1 3

8.57

No existent solution −8 −viii
ane 8 i eight

eight.58

No real solution −iv −4
1 four 1 4

8.59

ten 5 2 x 5 2 ( 3 y ) 3 4 ( 3 y ) iii 4 ( two g iii n ) five 2 ( ii thou three n ) v 2

viii.60

a 2 5 a 2 5 ( five a b ) 5 iii ( 5 a b ) five iii
( 7 x y z ) 3 2 ( 7 x y z ) 3 2

8.61

9 1 729 1 729 1 8 i 8

8.62

8 1 9 1 9 one 125 1 125

viii.63

−64 −64 1 64 1 64 not a existent number

8.64

−729 −729 ane 729 i 729 not a existent number

8.65

x 3 2 ten 3 two x eight x eight ane 10 1 x

viii.66

y xi eight y 11 8 thou 2 k 2 1 d 1 d

eight.67

8 x one 5 8 ten 1 v 10 1 2 y 1 3 x 1 2 y 1 three

viii.68

729 n iii 5 729 n 3 5 a two b 2 3 a two b ii iii

viii.70

u iii u 3 3 10 one 5 y one 3 3 x one 5 y 1 3

eight.71

two 2 11 ten 3 11 ten 3
3 x 4 five y four 3 ten 4 v y 4

8.72

−4 iii −four 3 8 y 3 8 y three
five m 4 2 m iii v m 4 2 thousand 3

8.73

−2 7 x −2 7 10 5 x y 4 five x y 4

viii.74

3 y three y 3 7 m north iii three 7 thou n 3

8.75

nine 2 ix 2 two ii three 2 2 iii 3 three 3 3

8.76

vii 3 7 3 −10 v three −10 v 3 −3 2 3 −3 2 iii

eight.77

thousand three two thousand yard 3 2 m x two 5 x 3 ten two 5 ten three

8.78

p iii p p 3 p
four y 4 y 2 3 2 n 4 n 2 3 4 y 4 y 2 3 2 n iv northward 2 3

8.79

12 fifteen 12 15 −18 2 3 −18 2 3

viii.80

27 2 27 2 −36 2 iii −36 two three

viii.81

36 10 iii 5 36 10 iii v viii y three y ii 4 8 y iii y 2 4

8.82

144 y 2 5 y 144 y 2 5 y −36 iii a 4 −36 3 a iv

viii.83

18 + 6 xviii + half-dozen −2 iv 3 2 iii 3 −ii 4 three 2 three 3

8.84

−40 + 4 2 −forty + iv 2 −3 18 iii −3 xviii 3

8.85

−66 + fifteen 7 −66 + fifteen 7
x two three 5 10 three + six x 2 3 5 x iii + 6

8.86

41 14 11 41 fourteen eleven
ten ii 3 + 4 x 3 + iii x ii 3 + four x 3 + 3

8.88

−12 twenty 3 −12 xx iii

8.89

102 + 20 2 102 + 20 two 55 + vi vi 55 + 6 6

viii.90

41 12 5 41 12 5
121 36 ten 121 36 ten

8.95

9 x two y ii 9 x 2 y ii −iv ten y −iv x y

8.96

ten n three m 10 n iii m −iii p q two −3 p q 2

8.99

5 3 iii five three 3 6 8 6 8 two ten 10 ii x 10

8.100

6 5 5 half dozen v 5 fourteen 6 14 6 five 10 x five x x

8.101

49 iii 7 49 three seven 90 3 6 90 3 6 five 3 y 2 iii iii y 5 3 y 2 3 iii y

8.102

4 three 2 4 three 2 150 iii ten 150 3 x two 5 n 2 3 v due north 2 5 north ii three five n

8.103

27 4 3 27 4 3 12 4 iv 12 4 4 3 5 x 3 iv 5 ten three 5 x iii four five x

8.104

125 4 v 125 4 5 224 4 eight 224 4 8
64 x iii 4 x 64 x iii 4 ten

8.105

iii ( ane + v ) 4 3 ( ane + 5 ) 4

viii.107

five ( ten 2 ) x 2 five ( x 2 ) ten 2

eight.108

ten ( y + 3 ) y 3 10 ( y + 3 ) y 3

viii.109

( p + 2 ) p 2 2 ( p + 2 ) p two two

8.110

( q ten ) q x 2 ( q ten ) q 10 2

viii.113

no solution no solution

8.114

no solution no solution

eight.115

ten = 2 , x = 3 x = 2 , x = 3

8.116

y = 5 , y = 6 y = 5 , y = half-dozen

8.126

x = 6 5 x = 6 5

eight.130

x = 0 x = 4 x = 0 x = 4

8.135

f ( half dozen ) = 4 f ( half dozen ) = 4 no value at 10 = 0 ten = 0

8.136

g ( iv ) = five g ( iv ) = v no value at f ( −3 ) f ( −3 )

8.137

yard ( 4 ) = 2 g ( 4 ) = 2 grand ( i ) = −1 g ( ane ) = −1

8.138

h ( two ) = 2 h ( two ) = ii
h ( −v ) = −3 h ( −five ) = −3

8.139

f ( four ) = 2 f ( iv ) = ii f ( −1 ) = 1 f ( −1 ) = 1

8.140

g ( 16 ) = 3 g ( 16 ) = 3 g ( 3 ) = 2 thou ( 3 ) = 2

eight.141

[ five 6 , ) [ 5 six , )

viii.142

( , 4 5 ] ( , 4 5 ]

viii.143

( −3 , ) ( −three , )

8.144

( five , ) ( 5 , )

8.145

( , ) ( , )

eight.146

( , ) ( , )

8.147

domain: [ −2 , ) [ −2 , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 2 to 6. The y-axis runs from 0 to 8. The function has a starting point at (negative 2, 0) and goes through the points (negative 1, 1) and (2, 2).


range: [ 0 , ) [ 0 , )

8.148

domain: [ ii , ) [ 2 , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from 0 to 8. The y-axis runs from 0 to 6. The function has a starting point at (2, 0) and goes through the points (3, 1) and (6, 2).


range: [ 0 , ) [ 0 , )

eight.149

domain: ( , ) ( , )

The figure shows a cube root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 2 to 2. The y-axis runs from negative 2 to 2. The function has a center point at (0, 0) and goes through the points (1, negative 1) and (negative 1, 1).


range: ( , ) ( , )

viii.150

domain: ( , ) ( , )

The figure shows a cube root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 1 to 5. The y-axis runs from negative 3 to 3. The function has a center point at (2, 0) and goes through the points (1, negative 1) and (3, 2).


range: ( , ) ( , )

eight.151

9 i ix i v i 5 i three 2 i 3 two i

8.152

half dozen i 6 i 3 i 3 i 3 three i 3 3 i

8.155

half-dozen + 5 i vi + 5 i 6 3 i 6 3 i

8.156

−2 6 i −2 half-dozen i 2 + 9 i 2 + 9 i

8.157

12 + 20 i 12 + 20 i

8.159

−11 seven i −11 7 i

viii.160

−v 10 i −5 x i

viii.161

−21 twenty i −21 20 i

eight.165

−12 22 3 i −12 22 3 i

8.166

6 + 12 two i 6 + 12 2 i

eight.173

four 17 + sixteen 17 i iv 17 + 16 17 i

eight.174

2 v + 4 5 i 2 5 + four five i

viii.175

3 2 iii 2 i iii 2 3 2 i

8.176

four 5 ii 5 i 4 5 2 5 i

Section eight.1 Exercises

7.

non real number −17 −17

9.

−xv −15 not real number

15.

−ii −2 not real not real −2 −2

17.

−five −v not real not real −iv −4

nineteen.

8 < 70 < 9 8 < 70 < 9
4 < 71 three < five four < 71 3 < five

21.

14 < 200 < 15 14 < 200 < 15
five < 137 three < 6 v < 137 3 < half dozen

23.

4.36 iv.36 4.46 four.46
3.14 3.fourteen

25.

7.28 7.28 v.28 5.28
4.61 4.61

33.

x 12 x 12 | y 11 | | y 11 |

39.

7 | x | 7 | ten | −9 | x nine | −9 | x 9 |

41.

11 m 10 11 one thousand x −eight | a | −8 | a |

47.

12 | x y | 12 | x y | 13 w four | y five | 13 w 4 | y five |
2 a 17 b two 2 a 17 b 2

49.

11 | a b | xi | a b | three c 4 d six three c four d half dozen
4 10 5 y 22 4 x five y 22

Section eight.2 Exercises

67.

| y 5 | y | y five | y r r 2 3 r r 2 3 s two southward 2 four due south 2 southward ii 4

69.

due north ten n n x n q 2 q 2 3 q 2 q 2 three
| due north | northward 2 viii | n | n 2 viii

71.

five r half dozen v r 5 r six v r three x 4 x 2 3 3 x four 10 2 iii
2 | y | iii y ii four two | y | 3 y 2 iv

73.

11 | m 11 | two one thousand 11 | g eleven | 2 k 3 1000 2 5 grand 2 four 3 m 2 5 m 2 iv 2 northward 5 n 3 5 ii n 5 north 3 v

75.

7 | grand iii northward 5 | 3 yard north 7 | m 3 n 5 | 3 m n ii x ii y 2 half dozen y 3 two x ii y 2 6 y 3 2 | x y | 2 x 4 two | 10 y | 2 x 4

77.

viii | q r 3 | 3 q r viii | q r 3 | 3 q r 3 m 3 n 3 two n 3 3 one thousand 3 northward iii 2 due north 3 three a ii b 2 a four three a two b 2 a 4

79.

−vi 4 iii −6 4 3 not real

85.

one + 3 5 1 + iii 5 1 + 10 one + ten

91.

x ii x 2 p 3 p 3 | q | | q |

93.

ane y 2 1 y 2 u ii u 2 | 5 3 | | v 3 |

95.

4 | ten 3 | 6 x eleven 4 | ten 3 | 6 x eleven

97.

5 m 2 3 thou 4 5 thou 2 three chiliad 4

99.

seven r 2 2 r 10 7 r two 2 r ten

101.

ii | q 3 | seven xv 2 | q 3 | seven 15

103.

5 r 4 iii r s four 5 r 4 3 r s iv 3 a 2 2 a 2 3 | b | three a 2 ii a 2 iii | b |
2 | c | 4 c 4 | d | 2 | c | 4 c iv | d |

105.

2 | p three | 7 p | q | 2 | p three | vii p | q | 3 s 2 three s ii iii t 3 southward ii 3 s 2 3 t
2 | p three | iv p 3 4 | q 3 | 2 | p 3 | 4 p 3 4 | q 3 |

107.

four | x y | 3 four | ten y | 3 y 2 x 3 2 y ii x iii 2 | a b | a 4 2 | a b | a 4 2

109.

one two | p q | ane 2 | p q | 2 c d d 2 3 5 two c d d 2 3 5
| grand n | 2 | yard northward | 2

111.

iii p four p | q | iii p 4 p | q | 2 2 iv ii 2 four
2 ten two ten v two x 2 10 5

113.

5 | m 3 | five | m three | 5 v 3 5 5 3
3 | y | 3 y 2 iv 3 | y | 3 y two four

Section viii.3 Exercises

121.

u v u 5 v 9 v 9 due west twenty w 20

123.

ane x 7 1 x 7 1 y 9 1 y 9 f i five f one v

125.

( 7 c ) 1 4 ( seven c ) 1 4 ( 12 d ) 1 7 ( 12 d ) i seven
2 ( six b ) i 4 2 ( 6 b ) 1 four

127.

( 21 p ) ane ii ( 21 p ) 1 2 ( 8 q ) 1 4 ( 8 q ) 1 4
4 ( 36 r ) one 6 iv ( 36 r ) 1 six

133.

−six −6 −6 −half-dozen i 6 1 6

135.

not real −3 −3 one three 1 three

137.

not real −six −6 1 6 1 6

139.

not real −10 −10 1 10 i x

141.

m five ii chiliad 5 ii ( 3 y ) vii three ( three y ) vii three ( iv x 5 y ) three five ( 4 x v y ) 3 5

143.

u 2 5 u 2 v ( half-dozen x ) v iii ( 6 x ) v 3 ( 18 a 5 b ) vii 4 ( 18 a 5 b ) 7 4

145.

32,768 1 729 1 729 ix

147.

4 1 9 1 ix non real

149.

−27 −27 1 27 1 27 not existent

151.

c 7 8 c 7 8 p 9 p 9 1 r ane r

153.

y 5 iv y 5 4 ten 8 ten viii i m 1 g

155.

81 q two 81 q 2 a 1 2 b a 1 two b

157.

8 u 1 four 8 u ane 4 viii p 1 2 q three 4 8 p 1 2 q 3 four

Section 8.four Exercises

165.

3 2 three ii 7 k 3 vii m 3 vi thou iv 6 m 4

167.

9 5 nine five 12 a three 12 a 3 six 2 z 4 6 2 z four

173.

-2 3 -2 3 −2 5 3 −ii five 3 3 2 iv three 2 4

175.

7 3 7 3 vii 2 3 7 ii iii 3 five 4 3 5 four

179.

2 c iii 5 c 2 c 3 5 c fourteen r 2 ii r two iv fourteen r 2 2 r 2 four

183.

−18 6 −18 6 −64 ix iii −64 ix 3

185.

−30 2 −30 2 ) half-dozen two 4 6 2 4

187.

72 z two three 72 z ii iii 45 x 2 2 3 45 10 2 ii 3

189.

−42 z 5 2 z −42 z 5 2 z −8 y 6 y 4 −8 y 6 y four

191.

14 + 5 vii 14 + 5 seven 4 6 3 + three 4 3 4 half dozen 3 + iii 4 3

193.

44 three 11 44 3 11 iii 2 4 + 54 4 3 two 4 + 54 four

197.

30 + eighteen 2 thirty + 18 2 ten 2 3 two x 3 iii 10 ii 3 two ten three 3

199.

−55 + thirteen 10 −55 + 13 x
2 x 2 3 + viii x 3 + half dozen 2 x ii 3 + 8 x 3 + 6

203.

−439 2 77 −439 2 77

205.

14 + 6 5 14 + half-dozen five 79 20 3 79 20 three

207.

87 18 6 87 xviii 6
163 + 60 7 163 + sixty 7

215.

9 ten 2 3 4 9 ten ii 3 4

223.

10 c 2 iii 9 c three iii 10 c 2 3 9 c 3 3

Section eight.v Exercises

251.

vi p q 2 6 p q 2 two a ii b 2 a ii b

253.

8 m 4 3 n 4 viii one thousand 4 three n 4 2 ten 2 3 y 2 2 x ii 3 y two

257.

2 a b 2 a iii 2 a b 2 a 3

259.

5 half-dozen 3 5 6 3 2 iii 9 2 3 9 2 5 x x 2 5 x x

261.

half dozen vii 7 vi seven 7 ii x fifteen 2 10 fifteen 4 3 p p four 3 p p

263.

25 3 5 25 3 5 45 iii half dozen 45 3 half dozen 2 6 a two 3 iii a 2 half dozen a two three three a

265.

121 iii 11 121 3 xi 28 iii 6 28 3 6 9 x three x 9 x 3 10

267.

343 4 7 343 four seven 40 4 four 40 4 4 2 4 x 2 4 x 2 4 x ii 4 x

269.

nine four 3 9 4 three fifty 4 4 50 4 4 ii three a 2 4 a ii 3 a 2 4 a

271.

−2 ( 1 + 5 ) −2 ( 1 + five )

273.

iii ( 3 + 7 ) 3 ( 3 + 7 )

275.

iii ( 1000 + 5 ) m 5 3 ( one thousand + v ) thousand five

277.

2 ( x + vi ) x 6 2 ( x + six ) x 6

279.

( r + five ) r 5 ii ( r + 5 ) r 5 two

281.

( x + 2 2 ) ten eight 2 ( x + 2 two ) x 8 two

Section 8.6 Exercises

301.

u = 3 , u = 4 u = 3 , u = 4

303.

r = 1 , r = 2 r = 1 , r = 2

329.

ten = −8 , x = 2 ten = −8 , x = 2

337.

ten = 0 x = 4 10 = 0 x = four

339.

x = 1 x = five x = i 10 = 5

Department 8.7 Exercises

351.

f ( five ) = 4 f ( 5 ) = four no value at 10 = 0 x = 0

353.

g ( 4 ) = five 1000 ( four ) = 5 yard ( 8 ) = 7 grand ( 8 ) = vii

355.

F ( 1 ) = ane F ( one ) = 1 F ( −11 ) = 5 F ( −11 ) = 5

357.

G ( 5 ) = 2 6 1000 ( 5 ) = 2 6 Thousand ( 2 ) = three G ( 2 ) = 3

359.

g ( 6 ) = 2 g ( 6 ) = ii g ( −ii ) = −two g ( −ii ) = −2

361.

h ( −ii ) = 0 h ( −2 ) = 0 h ( 6 ) = 2 four iii h ( 6 ) = ii iv 3

363.

f ( 0 ) = 0 f ( 0 ) = 0 f ( 2 ) = two f ( two ) = two

365.

g ( 1 ) = 0 grand ( 1 ) = 0 one thousand ( −3 ) = 2 chiliad ( −3 ) = two

367.

[ 1 3 , ) [ 1 3 , )

369.

( , ii 3 ] ( , two 3 ]

373.

( , −3 ] ( 2 , ) ( , −3 ] ( ii , )

375.

( , ) ( , )

377.

( , ) ( , )

379.

[ three 8 , ) [ 3 viii , )

381.

( , ) ( , )

383.

domain: [ −i , ) [ −ane , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 1 to 7. The y-axis runs from negative 2 to 10. The function has a starting point at (negative 1, 0) and goes through the points (0, 1) and (3, 2).


[ 0 , ) [ 0 , )

385.

domain: [ −4 , ) [ −4 , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 4 to 4. The y-axis runs from negative 2 to 6. The function has a starting point at (negative 4, 0) and goes through the points (negative 3, 1) and (0, 2).


[ 0 , ) [ 0 , )

387.

domain: [ 0 , ) [ 0 , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from 0 to 8. The y-axis runs from 0 to 8. The function has a starting point at (0, 2) and goes through the points (1, 3) and (4, 4).


[ 2 , ) [ two , )

389.

domain: [ 0 , ) [ 0 , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from 0 to 8. The y-axis runs from 0 to 8. The function has a starting point at (0, 0) and goes through the points (1, 2) and (4, 4).


[ 0 , ) [ 0 , )

391.

domain: ( , iii ] ( , iii ]

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 6 to 4. The y-axis runs from 0 to 8. The function has a starting point at (3, 0) and goes through the points (2, 1), (negative 1, 2), and (negative 6, 3).


[ 0 , ) [ 0 , )

393.

domain: [ 0 , ) [ 0 , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from 0 to 8. The y-axis runs from negative 8 to 0. The function has a starting point at (0, 0) and goes through the points (1, negative 1) and (4, negative 2).


( , 0 ] ( , 0 ]

395.

domain: ( , ) ( , )

The figure shows a cube root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 4 to 4. The y-axis runs from negative 4 to 4. The function has a center point at (negative 1, 0) and goes through the points (negative 2, negative 1) and (0, 1).


( , ) ( , )

397.

domain: ( , ) ( , )

The figure shows a cube root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 4 to 4. The y-axis runs from negative 4 to 4. The function has a center point at (negative 4, 0) and goes through the points (negative 3, negative 1) and (negative 1, 1).


( , ) ( , )

399.

domain: ( , ) ( , )

The figure shows a cube root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 4 to 4. The y-axis runs from negative 2 to 6. The function has a center point at (0, 3) and goes through the points (negative 1, 2) and (1, 4).


( , ) ( , )

401.

domain: ( , ) ( , )

The figure shows a cube root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 4 to 4. The y-axis runs from negative 4 to 4. The function has a center point at (0, 0) and goes through the points (1, 1) and (negative 1, negative 1).


( , ) ( , )

403.

domain: ( , ) ( , )

The figure shows a cube root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 4 to 4. The y-axis runs from negative 4 to 4. The function has a center point at (0, 0) and goes through the points (1, 2) and (negative 1, negative 2).


( , ) ( , )

Section 8.8 Exercises

409.

four i 4 i 11 i 11 i 2 two i 2 2 i

411.

10 i 10 i 13 i xiii i iii 5 i 3 v i

427.

25 2 2 i 25 2 2 i

431.

−12 + 18 i −12 + eighteen i

433.

−38 + + ix i −38 + + 9 i

445.

−44 + 4 three i −44 + 4 3 i

447.

−20 2 two i −xx 2 2 i

459.

2 25 + 11 25 i ii 25 + 11 25 i

461.

6 13 + nine 13 i vi thirteen + 9 13 i

463.

12 13 8 thirteen i 12 13 eight 13 i

465.

4 3 ane 3 i iv 3 1 3 i

467.

three 4 + 1 two i 3 four + ane ii i

Review Exercises

485.

8 < 68 < 9 8 < 68 < nine
four < 84 3 < five 4 < 84 3 < v

497.

4 | s 7 | five s iv | due south vii | five s 2 a 3 a 2 five 2 a 3 a 2 5
two | b | 2 b 6 2 | b | ii b vi

501.

6 vii 6 7 2 three 2 3 i 2 i 2

503.

ten m 2 3 m viii 10 m ii 3 m 8

505.

ane two | p q | one 2 | p q | 2 c d 2 d 2 v five 2 c d 2 d 2 5 5
| m n | 2 vi 2 | m due north | 2 6 2

511.

−2 −2 1 iii ane 3 −five −v

515.

half-dozen 3 6 iii b ix b 9 ane w 1 w

517.

4 2 4 2 9 p three 9 p 3 ii ten three 2 10 3

519.

7 3 7 3 7 2 iii 7 two 3 3 5 four 3 5 4

523.

126 ten 2 2 126 x 2 ii 48 a a 2 3 48 a a ii 3

525.

71 22 seven 71 22 7
x 2 3 8 x 3 + 15 10 2 3 eight ten iii + 15

527.

27 + viii 11 27 + 8 xi 29 12 5 29 12 5

529.

nine x 2 3 4 nine x 2 3 4

531.

eight one thousand 4 3 n iv 8 yard four 3 n 4 x 2 two y two x ii 2 y 2

533.

121 3 11 121 iii eleven 28 3 vi 28 three 6 9 x 3 ten 9 10 3 x

535.

vii ( 2 + 6 ) 2 7 ( 2 + 6 ) 2

537.

( ten + two 2 ) ten viii 2 ( ten + 2 2 ) x viii two

541.

u = three , u = four u = 3 , u = iv

547.

10 = −8 , x = 2 10 = −8 , ten = 2

553.

Thousand ( 5 ) = 2 half dozen Grand ( v ) = 2 half dozen G ( 2 ) = three G ( 2 ) = 3

555.

g ( ane ) = 0 chiliad ( 1 ) = 0 g ( −3 ) = ii g ( −3 ) = 2

559.

[ 7 x , ) [ 7 x , )

561.

domain: [ 0 , ) [ 0 , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from 0 to 8. The y-axis runs from 0 to 8. The function has a starting point at (0, 0) and goes through the points (1, 2) and (4, 4).


range: [ 0 , ) [ 0 , )

563.

domain: ( , ) ( , )

The figure shows a cube root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 4 to 4. The y-axis runs from negative 2 to 6. The function has a center point at (0, 3) and goes through the points (negative 1, 2) and (1, 4).


range: ( , ) ( , )

575.

2 25 + xi 25 i 2 25 + 11 25 i

Practice Examination

581.

2 x 2 y nine x ii y three 2 x 2 y 9 x two y 3

593.

7 10 5 3 y vii seven 10 v 3 y 7

595.

iii ( 2 3 ) iii ( 2 iii )

603.

domain: [ −two , ) [ −2 , )

The figure shows a square root function graph on the x y-coordinate plane. The x-axis of the plane runs from negative 2 to 6. The y-axis runs from 0 to 8. The function has a starting point at (negative 2, 0) and goes through the points (negative 1, 1) and (2, 2).


range: [ 0 , ) [ 0 , )

Chapter 8 Test Algebra 1,

Source: https://openstax.org/books/intermediate-algebra/pages/chapter-8

Posted by: arringtonungazintonat.blogspot.com

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