Expanding
Expand the following
Log xy
Log x + Log y
Condense the following Log 4- Log x
Log 4/x
Write in exponential form Log 2 8=3
28=3
Write in logarithmic form 25=32
Log232=5
Find the value for x that makes this equation true
Log 216=x
x=4
Expand the following Log 2x4
Log 2 + 4 Log x
Condense the following 2 Log X + Log Y
Log x2y
Write in exponential form Log a 1/7 = 10
a10=1/7
Write in logarithmic form x-2=1/16
Logx1/16= -2
Solve for x in the following equation Log44=x
x=1
Expand the following Log x2/a4
Condense the following 3 Log X=x + 2 Log a - Log b
Log x3a2/b
Write in exponential form Log x+1 (0) =y
(x+1)y=0
Write in logarithmic form xy=1000
Logx1000=y
Solve for x in the following Log264=x
x=6
Expand the following Log (2x)a
a Log 2 + a Log x
Condense the following 2 Log (ab)
Log (ab)2
Write in exponential form Log 1000=3
103=1000
Write in logarithmic form 10x+1=c
Log c = x+1
Solve for x in the following Log100=x
x=2
Expand the following Log 2x2/xy4
Log 2 + 2 Log x - Log x - 4 Log y
Condense the following 2 Log (xy)+ 10 Log (abc)
Log (xy)2(abc)10
Write in exponential form Logx-7 x2-14x+49=2
(x-7)2=x2-14x+49
Write in logarithmic form x+12=x2+2x+1
Log (x+1)x2+2x+1 = 2
Solve for x in the following Log21/4=x
x=-2