does anyone know an algebraic way to solve ln(t)-t=ln(9.21), a better question is there an algebraic way, I think there has to be
Stacey Warren - Expert brainly.com
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I don't think there is a simple algebraic way to do this. There are perhaps more advanced techniques
oh satellite know I bet
you are not going to find that using algebra, i am almost certain
any ideas how wolfram took it to imaginary plane
can't proceed from there because of what sat pointed out
what's the technique then to solve it going to imaginary numbers?
It depends on the situation
de moivre, complex analysis, etc...
sometimes you can get imaginary numbers with just the quadratic formula
you usually define
\[\log(z)\] in the complex plane as
\[\log(z)=\log(r)+i\theta\] but the function is not single values unless you specify
\[0\leq \theta <2\pi\] or some other interval of length
\[2\pi\] because the polar form of a complex number is not unique