A Non-Standard Equation With One Solution

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2^x-x=k
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1 - ln(1/ln2) may be simplified as 1 + ln ln2

Risuchan
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Nice ;) Being here maybe we could approach one solutiibn for : e^x = ln(x) + k. Not necessarily completely analytic and precise :) thanx for your everyday work and warm Regards !

apocwiar
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At first I couldn't get my mind around the question. But this is a very interesting video 👍

stevemonkey
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Unica soluzione si ha per x=-log(2)ln2...e k=1/ln2+log(2)ln2

giuseppemalaguti
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Magnify the graph ten thousand times, then look at the intersection of the two graphs

MortezaSabzian-dbsl
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in the chat!!!
(The Dive with Jackson Hinckle 😁).

BlaqRaq
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Try this problem

e^(ln(x))^2)+x^(ln(x))+2x=0

luygvkz
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There aremany sues of k for which it has one solution..I think you need to reword thst right so it's clear and accurate right?

leif
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The answer simplifies to the amazing k=log₂(ln(2ᵉ)). (I don't know why the superscript e appears so low; it's two to the power of e.)

ChefSalad