Logarithm Properties And Solving Log And Exponential Equations Worksheet Page 2

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III. SOLVE the exponential equations by getting the same base, or by using logarithms.
BOX your final answer
10 
 x
(a)
(d)
x
2
1
85
( 2
) 6
2592
1
(b)
x
5
8
5
8
1
(c)
(e)
x
3
3
x
4
e
( 4
) 6
1000
7
e
IV. SOLVE the logarithm equations:
2��
��
��
+ ��
= 8
log
x
log
(
x
) 1
3
(e)
(a)
3
3
log
x
2
log
(
x
) 3
(b)
4
4
3��+2
2��−1
4
= 6
log
x
log
(
x
) 4
2
(f)
(c)
5
5
2
log
x
log
(
x
) 2
3
(d)
2
2

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