Converting from logarithmic form to exponential form

Lessons

Lessons

1. Rewriting the Equations in Exponential Form
   Convert from log form to exponential form
   
   1. $\log_28 = 3$
      
   2. 123 = 4$\log_b5$
      
2. Solving Equations by Converting From Logarithmic to Exponential Form
   Solve for x
   
   1. $\log_3x = 4$
      
   2. $\log_525 = x$
      
   3. given: $\log_9w = 0.5$ and $\log_2x = w$
      
      
      
3. Solve for ${y}$:
   $\log_5( \frac{y}{2}) = x$
   
4. A Logarithmic Expression Inside Another Logarithmic Expression
   Solve for ${x}$:
   $\log_8( \log_7(5-x)) = \frac{1}{3}$
   
5. Extension: Solving Equations by Converting From Logarithmic to Exponential Form
   
   1. solve for ${ y: }$
      $\log_{10}0.00001 = y$
      
   2. solve for ${ x: }$
      3 = 5$\log_x8$
      
   3. solve for ${ y: }$
      $\log_3(5y-30)=2x+20\$