Logs & Exponent Exam
Write the following exponents in logarithmic form:
Exponent Form
Log Form
2^5 = 32
3^2 = 9
5^4 = 625
4^(-1) = ¼
6^3 = 216
Write the following logarithms in exponent form:
Log Form
Exponent Form
Log(base 2)(16)=4
Log(base 5)(125) = 3
Ln 1 = 0
Log(base 12)(12) = 1
Log(base 10)(100) = 2
Short Answer:
Identify the parts of an exponent.
Identify the parts of a logarithm.
Explain what the common log is.
Explain what the natural log is.
Why is log(base 10) (10) = 1 ?
What is the relationship between a logarithm and an exponent?
Write the following exponents in logarithmic form:
Exponent Form
Log Form
2^5 = 32
3^2 = 9
5^4 = 625
4^(-1) = ¼
6^3 = 216
Write the following logarithms in exponent form:
Log Form
Exponent Form
Log(base 2)(16)=4
Log(base 5)(125) = 3
Ln 1 = 0
Log(base 12)(12) = 1
Log(base 10)(100) = 2
Short Answer:
Identify the parts of an exponent.
Identify the parts of a logarithm.
Explain what the common log is.
Explain what the natural log is.
Why is log(base 10) (10) = 1 ?
What is the relationship between a logarithm and an exponent?
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