Here is the general solution to a Differential Equations problem:
\(\displaystyle \ln(y + 1) = \ln(x) + C\)
but this can be made more simple using e.
For instance the right hand side becomes \(\displaystyle e^{\ln(x) + C}\)
What does the left side become and why?
\(\displaystyle \ln(y + 1) = \ln(x) + C\)
but this can be made more simple using e.
For instance the right hand side becomes \(\displaystyle e^{\ln(x) + C}\)
What does the left side become and why?