1. Find the inverse function for f(x)
=.png”>.
a.
.png”>
e.
.png”>
b.
.png”>
f.
.png”>
c.
.png”>
g.
.png”>
d.
.png”>
h.
.png”>
2. Find the inverse function for f(x)
=.png”>.
a.
.png”>
e.
.png”>
b.
.png”>
f.
.png”>
c.
.png”>
g.
.png”>
d.
.png”>
h.
.png”>
3. Find the domain of the inverse for f(x)
=.png”>.
a.
(.png”>]
e.
.png”>
b.
(.png”>, 0]
f.
[0,.png”>)
c.
.png”>
g.
.png”>
d.
.png”>
h.
.png”>
4. Find the range of the inverse for f(x)
=.png”>.
a.
.png”>
e.
.png”>
b.
(.png”>, 0)
f.
(0,.png”>)
c.
.png”>
g.
.png”>
d.
.png”>.png”>.png”>
h.
.png”>.png”>.png”>
5. Given the function tan xwith domain.png”> find the domain of its inverse.
a.
.png”>
e.
.png”>
b.
[0,.png”>)
f.
.png”>
c.
[.png”>]
g.
(.png”>
d.
[.png”>]
h.
.png”>
6. Find the value of log.png”>1.
a.
.png”>1
e.
1
b.
.png”>.png”>
f.
.png”>
c.
0
g.
2
d.
10.png”>
h.
.png”>2
7. Find the value of log.png”>.png”>.
a.
.png”>
e.
.png”>1
b.
.png”>
f.
2
c.
0
g.
.png”>2
d.
1
h.
.png”>3
8. Find the value of.png”>.
a.
.png”>
e.
.png”>
b.
.png”>
f.
2
c.
.png”>
g.
3
d.
1
h.
4
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