Basics of Logs
Solving Logs
Properties of Logs
100
This is a property of logarithms and has a value:
What is zero?
100
This is the definition of one of the properties of logarithms
What is the Product Property of Logarithms
200
A logarithm with no explicit base has this base.
What is a base of 10?
200
5x-4=25x-6
What is 8?
200
This is one of the properties of logarithms:
What is the Quotient Property of Logarithms
300
The exponential form of this is what?
300
73x+4=492x+1
What is 2?
300
This logarithm can be rewritten:
What is: 
400
When solving logarithms, we sometimes have these kinds of solutions.
What are extraneous solutions?
400
42x-5=643x
What is -5/7?
400
This can be written as a single logarithm:
What is 
500
This could be expressed as the quotient of two logs, both with base 10.
What is:
500
log5(2x-7)=log5(3x-9)
What is no solution?
500
This can be written as the sum and difference of multiple logarithms:
What is:
