Converting Exponential into Logarithmic and Logs into Exponential
Condensing Logs
Expanding Logs
Solving Logarithms
log()=log()
Solving Logarithms
log()=number
100

log84096=4

84=4096

100

2log67 + 3log63

log61323

100

logv7w5/u3

7logv+5logw-3logu

100

ln(5x-3)=ln(2x+6)

x= none 

x=3 is extraneous 

100

ln(6x-9)=5

e5+9/6
200

271/3=3

log273=1/3

200

7log7p-8log7q

log7p7/q8

200

ln(cd8)

lnc+8lnd

200

log35+log3(6x-2)=log349

x=1.97

200

log2(k-5)+log2(k+6)=7

No solutions

both -6 and 5 are extraneous 

300

log51/5=-1

5-1=1/5

300

log264-1/3(5log23+log27)

log264/567

300

log8(6t3s3)5

5log86+15log8t+15log8s

300

1/2log(4t2)=log(5t-2)

t=2/3

300

log5(k+6)-3=1

k=614

400

93=729

log9729=3

400

log70-4log4

log 70/256

400

ln(k9/l5)

9lnk-5lnl

400

2log(c+2)=log100-log25

c=0

400

3 log2(3x+1)-3=6

x=10.3

500

3-5=1/243

log31/243=-5

500

1/3ln27 + 4ln3 

ln243

500

log4(74k2t11s6)2

8log47+4log4k+22log4t+12log4s

500

log210p=log28

x=4/5

500

ln5c=15


c=e15/5