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Mathematics
Problem
Let
0
<
b
<
1
0<b<1
0
<
b
<
1
. Which of the following correctly compares
b
−
3
b^{-3}
b
−
3
and
b
2
b^{2}
b
2
? a)
b
−
3
=
b
2
b^{-3}=b^{2}
b
−
3
=
b
2
b)
b
−
3
<
b
2
b^{-3}<b^{2}
b
−
3
<
b
2
c)
b
−
3
>
b
2
b^{-3}>b^{2}
b
−
3
>
b
2
d)
The relation depends on the value of
b
\text{The relation depends on the value of } b
The relation depends on the value of
b
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