Evaluating Logarithms
Rewriting Logarithms
Solve by Rewriting Forms
Solving base e equations
Solving equations with natural logarithms
100

log12144

X=2

100

Expand the expression: log(3x2)

log(3)+2log(x)

100

3x=9

X=2

100

ex=9

X=2.2

100

ln6x=2

X=1.23

200

Log381

X=4

200

Write as a single logarithm: log(x)+2log(y)

log(xy2)

200

log7x=2

x=49

200

ex=1.1

X=0.095

200

ln4X=3

X=5.02

300

Log2(1/32)

X=-5

300

Expand the expression: ln(x^3/y)

3log(x)-log(y)

300

9x-4=6.28

X=4.84

300

e-x=31

X=-3.43

300

ln(-2X)=7

X=-548.32

400

Log557

X=7

400

Write as a single logarithm: 3ln(a)-ln(b)-ln(c)

ln(a3/bc)

400

logb12=1

X=12

400

3ex+1=4

X=0

400

ln(X-6)=1

X=8.72

500

Log99(2x+1)

X=-1

500

Expand the expression: log(x4sqrt(y)/z3)

4log(x)+1/2log(y)-3log(z)

500

8x-2=2x-4

X=1

500

4+ex=19

X=2.71

500

ln(2X)+ ln(4)=8

X=372.6

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