Is e^x=ln(x) solvable?
Published September 27, 2020
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We will solve an interesting algebraic equation involving both exponential and logarithm, namely e^x=ln(x). Although the graphs of y=e^x and y=ln(x) do not intercept, we can actually find some complex solutions to this equation. We do need to use the Lambert W function tho. So see here for a detailed lecture. Lambert W…
- Published
- September 27, 2020
- Made for kids
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