Words Words Words
Properties of Logs
Common/Natural Logs
Solve
Solve WITHOUT a Calculator
100
The exponential form of this is what?
100
This is the definition of one of the properties of logarithms
What is the Product Property of Logarithms
100
This number is the base of the Natural Logarithm
What is e or Euler's number
100
log_4 x = 64
What is 3?
100
This is one of the properties of logarithms:
What is the Quotient Property of Logarithms
200
The one word description of a logarithm
A logarithm is an exponent
200
This can be written as a single logarithm:
What is 
200
A logarithm with no explicit base is named this type of a logarithm (or base 10 in a scientific calculator)
What is a Common Logarithm
200
log_3 x+log_3 6 = 2
What is 1.5?
200
This is what we are doing to the when we add logarithms
What is multiplication
300
A logarithmic function is the inverse of these functions.
What are Exponential Functions
300
Write this as a single logarithm.
What is:
300
This is how x varies with y in the equation below:
What is exponentially
300
42x-5=643x
What is -5/7?
300
This is what we are doing when we subtract logarithms
What is division
400
In the logarithmic function, what is considered the output?
exponent
400
This can be written as the sum and difference of multiple logarithms:
What is:
400
This has an exact value:
What is 1/3
400
log2x+log2(x-2)=3
What is 4?
400
This logarithm can be rewritten:
What is: 
500
WITHOUT looking it up: Euler's number, e.
What is 2.718?
500
This is a property of logarithms and has a value:
What is zero
500
This could be expressed as the quotient of two logs, both with base 10.
What is:
500
Find the solution to the equation below.
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:
