Chapter 10 Radicals, Radical Functions, and Radical Exponents
70.
2
31
xx
71.
43
xx
72.
42
x
73. does not make sense; Explanations will vary.
Sample explanation: You should always substitute
74. makes sense
75. does not make sense; Explanations will vary.
77. false; Changes to make the statement true will vary.
A sample change is: The first step is to square both
sides, obtaining
2
644
xxx
.
78. false; Changes to make the statement true will vary.
80. false; Changes to make the statement true will vary.
A sample change is: Note that if x is negative, then
–x is positive. Thus an equation of this form can
have a real solution. In this case the solution is
1.
3
x
2
3
729
531441
531441
81
xx
xx
x
x
22
93
xx
x
98118xx
98118
16
x
x