SOLUTION: Solve this exponential equation as both an exact expression and as a decimal approximation e^(3x+e)=121^(5x+6)
Algebra ->
Equations
-> SOLUTION: Solve this exponential equation as both an exact expression and as a decimal approximation e^(3x+e)=121^(5x+6)
Log On
Question 745718: Solve this exponential equation as both an exact expression and as a decimal approximation e^(3x+e)=121^(5x+6) Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! Solve this exponential equation as both an exact expression and as a decimal approximation e^(3x+e)=121^(5x+6)
-------------------
e^(3x+e)=121^(5x+6)
(3x+e)*ln(e) = (5x+6)*ln(121)
3x + e = (5x+6)*ln(121) = 5x*ln(121) + 6ln(121)
3x - 5x*ln(121) = 6ln(121) - e
x*(3 - 5ln(121) = 6ln(121) - e exact solution
-------------
You can do the approximation with a calculator.
