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Hoofdstuk 9
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Created by
Eline Keizer
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Cards (13)
g
l
o
g
(
x
)
=
^glog(x)=
g
l
o
g
(
x
)
=
y
y
y
g
y
=
g^y=
g
y
=
x
x
x
g
l
o
g
(
a
)
+
^glog(a) +
g
l
o
g
(
a
)
+
g
l
o
g
(
b
)
^glog(b)
g
l
o
g
(
b
)
g
l
o
g
(
a
b
)
^glog(ab)
g
l
o
g
(
ab
)
g
l
o
g
(
a
)
−
g
l
o
g
(
b
)
^glog(a) - ^glog(b)
g
l
o
g
(
a
)
−
g
l
o
g
(
b
)
g
l
o
g
(
a
/
b
)
^glog(a/b)
g
l
o
g
(
a
/
b
)
n
∗
n*
n
∗
g
l
o
g
(
a
)
^glog(a)
g
l
o
g
(
a
)
g
l
o
g
(
a
n
)
^glog(a^n)
g
l
o
g
(
a
n
)
g
l
o
g
(
a
)
−
>
p
l
o
g
(
a
)
^glog(a) -> ^plog(a)
g
l
o
g
(
a
)
−
>
p
l
o
g
(
a
)
p
l
o
g
(
a
)
/
p
l
o
g
(
g
)
^plog(a)/^plog(g)
p
l
o
g
(
a
)
/
p
l
o
g
(
g
)
1
/
g
l
o
g
(
x
)
^1/glog(x)
1
/
g
l
o
g
(
x
)
−
g
l
o
g
(
x
)
-^glog(x)
−
g
l
o
g
(
x
)
e
p
∗
e^p*
e
p
∗
e
a
e^a
e
a
e
p
+
e^p+
e
p
+
a
a
a
e
1
/
q
e^1/q
e
1
/
q
q
V
−
e
^qV-e
q
V
−
e
l
n
(
a
)
ln(a)
l
n
(
a
)
e
l
o
g
(
a
)
^elog(a)
e
l
o
g
(
a
)
e
l
n
(
a
)
eln(a)
e
l
n
(
a
)
a
a
a
f
(
x
)
=
f(x) =
f
(
x
)
=
a
x
a^x
a
x
F
(
x
)
=
F(x)=
F
(
x
)
=
a
x
∗
a^x*
a
x
∗
l
n
(
a
)
ln(a)
l
n
(
a
)
f(x)
=
ln(x)
F(x)
=
1/x
f(x) =
g
l
o
g
(
x
)
^glog(x)
g
l
o
g
(
x
)
F(x)=
1
/
x
l
n
(
g
)
1/xln(g)
1/
x
l
n
(
g
)
