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Problem
Problem
Let
f
:
(
e
,
∞
)
→
R
f:(e,\infty)\rightarrow R
f
:
(
e
,
∞
)
→
R
be defined by
f
(
x
)
=
ln
(
ln
(
ln
x
)
)
f(x)=\ln(\ln(\ln x))
f
(
x
)
=
ln
(
ln
(
ln
x
))
, then (a)
f
f
f
is one-one but not onto (b)
f
f
f
is onto but not one-one (c)
f
f
f
is one-one and onto (d)
f
f
f
is neither one-one nor onto
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