Solving Exponential Equations and Inequalities
Logarithms
Solving Log Equations and Inequalities
Properties of Logs
Common & Natural Logs
100

2x = 83 Solve for x

What is x=9?

100

Change to exponential form: log28 = 3

What is 23 = 8?

100

Solve log36x=(3/2)

What is 216?

100

The condensed version of log25+log2x

What is log25x?

100

log 5 =

What is .6990?

200
Solve for x 92x-1=36x

What is x=-1?

200

Change log4(1/256) = -4 to exponential form

What is 4-4 = (1/256)?

200

log9x=(3/2)

What is 27?

200

The expanded version of log3(10/x)

What is log310 - log3x?

200

log 0.3 = 

What is -0.5229?

300

Solve for x:

162x-3<8

What is x < (15/8)?

300

Change 153 = 3375 to log form

What is log153375 = 3?

300

log81x=(3/4)

What is 27?

300
The answer for log68

What is 1.1606?

300

The base of a common logarithm

What is 10?

400

Find log(1/2)256

What is -8?

400

Change 43 = 64 to log form

What is log464 = 3?

400

log3x > 4

What is x > 81?

400

Simplify log2w3

What is 3log2w?

400

The base of a natural logarithm

What is e?

500

An investment account pays 4.2% annual interest compounded monthly. If $2500 is invested into his account, what would be the balance after 5 years?

What is $4,688.87?

500

Change (1/3)-6=729 to log form

What is log(1/3)729 = -6?

500

Solve log6x + log6(x-9) = 2

What is x=12?

500

Simplify log6x + log6(x-9) 

What is log6x2-9x?

500

The value of x in the equation 4x=19

What is 2.1240?

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