Exponential and Logarithmic Functions and Equations
      Rules and properties of logarithms
         Natural logarithm, common logarithm
         Changing the base – different logarithmic identities
Changing the base – different logarithmic identities
Using the identity
In a similar way
therefore,    
Similarly,
and
Example:   If   log 2 x = 7  then  log 4 2x = ?.
Solution:
Example:   If   a = log 10 2  then  log 10 25 = ?.
Solution:
Example:   Find the value of the expression
Solution:
Example:   Find the value of the expression
Solution:
Example:   Find the value of the expression
Solution:
Example:    If   a = log 5 and  b = log 3  then  log 30 8 = ?.
Solution:
Example:   Find the value of the expression
Solution:
Intermediate algebra contents
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