log4 2 x + = 12) log5 log2 1 x

Name:
Exponential and Logarithm Equations day 2
Date:
Period: 1 2 3 4 5 6 7
Solve each equation.
1) log 3π‘₯ = 2
2) 4 log π‘₯ = 4
3) log(3π‘₯ βˆ’ 2) = 3
4) 8 log π‘₯ = 16
5) log(π‘₯ βˆ’ 25) = 2
6) log 4π‘₯ = 2
7) log 3 π‘₯ = 5
8) βˆ’7 + log 3 8π‘₯ = 2
9) log 7π‘₯ + 4 = 5
10) 2 log 7 (3π‘₯ βˆ’ 7) = 6
11) 2log x  log 4 ο€½ 2
12) log5 ο€­ log 2 x ο€½ 1
Write each equation in log form.
13) 49 ο€½ 7
14) 10 ο€½1000
3
2
15) 625 ο€½ 5
4
16)
1
ο€½10ο€­1
10
Write each log in exponent form.
17) log3 9 ο€½ 2
18) log5 125 ο€½ 3
19) log 2 64 ο€½ 6
20) log12 1 ο€½ 0