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Coolmath Algebra
Exponentials & Logarithms Lesson 14 - Tricks to Help With Calculus
 
(page 1 of 4)
---- This algebra lesson shows how to use logarithm rules to break up complicated logarithms into several simple logs

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This is just a formula game...  If you take Calculus, these rules can make impossible problems really easy!
 
1 )  log to the base b( xy ) = log to the base b( x ) + log to the base  b( y )

     Here's an example that you can double-check on your calculator
     to see if this really works:

log( 10 ) = log( 2 * 5 ) = log( 2 ) + log( 5 )

 

2 )  log to the base b( x / y ) = log to the base b( x ) - log to the base b( y )

     Check this on your calculator:

Ln( 25 ) = Ln( 50 / 2 ) = Ln( 50 ) -  Ln( 2 )

 

     Finally, there's our old friend:

3 )  log to the base b( x^( p ) ) = p * log to the base b( x )

     Check this on your calculator:

log( 9 ) = log( 3^( 2 ) ) = 2 * log( 3 )

Continued on the next page

 The printing and distribution and/or downloading of these lessons is strictly prohibited.

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