Test:
Logarithms II - Normal
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Question 1:
Find
x
, if
log
4
(
5
+
3
x
)
=
3
A
x
=
1
B
x
=
29
3
C
x
=
5
D
x
=
59
3
Question 2:
Find
x
, if
log
5
(
2
x
+
3
)
=
log
5
(
x
)
A
x
=
-
3
B
x
=
1
C
x
=
3
D
x
=
6
Question 3:
Compare logarithms based on the properties of the logarithmic function
log
1
2
(
8
)
and
log
1
2
(
512
)
A
log
1
2
(
512
)
-
greater than
log
1
2
(
8
)
B
Cannot be compared
C
log
1
2
(
8
)
-
greater than
log
1
2
(
512
)
D
They are equal
Question 4:
Find
x
, if
log
4
(
x
)
=
2
A
2
B
4
C
16
D
1
Question 5:
Find the value of
log
2
26
-
log
2
13
=
...
A
4
B
5.7
C
1
D
4.6
Question 6:
Find
x
, if
log
3
(
7
)
+
log
3
(
2
x
)
=
log
3
(
112
)
A
x
=
5
B
x
=
9
C
x
=
4
D
x
=
8
Question 7:
Find
x
, if
log
5
(
7
-
x
)
=
log
25
(
9
)
A
x
=
2
B
x
=
4
C
x
=
5
D
x
=
1
Question 8:
Find
x
, if
log
x
(
27
)
=
3
A
x
=
27
B
x
=
3
C
x
=
9
D
x
=
6
Question 9:
Find
x
, if
(
5
6
)
x
=
4
A
x
=
5
6
B
x
=
1
C
x
=
log
5
6
(
4
)
D
x
=
7
Question 10:
Compare logarithms based on the properties of the logarithmic function
log
9
5
(
2
)
and
log
9
5
(
4
)
A
They are equal
B
Cannot be compared
C
log
9
5
(
4
)
-
greater than
log
9
5
(
2
)
D
log
9
5
(
2
)
-
greater than
log
9
5
(
4
)
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