convert a log equation to an exponential equation
- Thread starter Tbertino
- Start date
Hello tbertino:
\(\displaystyle \L\\158.574=42.877ln(x)\)
Divide both sides by 42.877:
\(\displaystyle \L\\3.69834643282=ln(x)\)
e of both sides:
\(\displaystyle \L\\e^{3.69834643282}=e^{ln(x)}\)
\(\displaystyle \L\\e^{3.69834643282}=x\)
\(\displaystyle \L\\x\approx{40.38}\)
\(\displaystyle \L\\158.574=42.877ln(x)\)
Divide both sides by 42.877:
\(\displaystyle \L\\3.69834643282=ln(x)\)
e of both sides:
\(\displaystyle \L\\e^{3.69834643282}=e^{ln(x)}\)
\(\displaystyle \L\\e^{3.69834643282}=x\)
\(\displaystyle \L\\x\approx{40.38}\)
