Basics
Properties
Legs vs exponontial
Meth
E-Z Equations
100
The bottom number after log is called the
What is base
100
When adding logs you ________ the numbers
What is multiply
100
7^3x = 20 is a....
What is exponential equation?
100
the property used in log3(20) + log3(40)
What is product property
100
log(4)+log(7) =
What is log 28
200
Logs is the inverse of ...?
What is exponents
200
There are _ number of properties.
What is 3?
200
To go from exponetial to logs you need to use the _____ property.
What is power?
200
log(3)r^4 expanded is
What is log(3) + 4log(r)
200
2^x = 1/2
What is -1
300
When a log doesn't show its base what is it and what is it called?
What is 10, and common base.
300
When using the power property you move the ....
What is exponents?
300
7xlog(5) is .... in exponential form.
What is log(5^7x)?
300
3log(7)+ 5log(8x) = 13. the first step is....
What is make it into single logs?
300
log(630 )- log(78) = x
What is log (630/78)
400
logx(X)=
What is 1
400
The properties are only possible when M,N are ________, and the b isnt ___? Hint. logb(M)+ logb(N)
What is positive and the base is not 1
400
7(^6x) is _____ in log form.
What is 6xlog(7)?
400
2log(x) - log(3) = 2 writen as a single log is
What is log(x^2/3) = 2
400
log4(64)=x
What is 3
500
logb(1)=
What is 0
500
The properties needed to do this equation are.... log(15^2x) - log(5)
What is power property and quotient property?
500
to put log(3x+1) =5 in a graphing calculator you would
What is put log(3x+1) in y1 and 5 into y2
500
3logb(4) - 3logb(2) = logb(8)properties and rewritten is
What is quotient property and 4^3/2^3=8
500
log7(343)
What is 3
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