Information
Easy Problems
Somewhat easy Problems
Difficult (not just solving)
It's a mix
100
What is a Logarithm
A higher number represented by a base and exponent
100
Write the exponent in logarithmic form:
35=243
log3(243)=5
100
If log2(x)=2, solve for x
x= 42 or 16
100
When do students generally first learn about logs?
Algebra (1 or 2)
100
Convert Mx=N to Logarithmic form
logm(N)=M
200
What is log0?
Undefined
200
Write the exponent in logarithmic form:
52=25
log5(25)=2
200
log2(x)=2
x=4
200
If log2(y/3)=4, solve for y
y=48
200
What does the 2 represent in this equation?
23=8
the base
300
What is equal to log?
log10
300
log1
0
300
log2(x)+log2(x-2)=3
x=4
300
logx8=3
x=2
300
log5125=?
3
400
When did we start learning about logs?
A. Beginning of the year (Aug-Nov)
B. Middle of the year (Dec-Feb)
C. End of the year (Mar-May)
B. Middle of the year (Dec-Feb)
400
Solve log4(16)
2
400
x=-4
400
What kind of operation is a logarithm? (Hint: how it relates to other operations)
The inverse operation to exponentation
400
What mode on the calculator would be best for this equation?
42(16)
logBASE
500
Who invented Logarithms?
John Napier
500
Solve log28
1.45
500
log9(9)
1
500
log2(x2)=(log2(x))2
x=1,4
500
log497 – log864
-(3/2)