Can the solutions for $\log_1(1)$ be $0$ and $1$?
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Use \log_{1}({1}) (with $$ round it of course) – Rhys Hughes May 22 '18 at 17:08
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2well $\log_1(1)$ has infinite solutions consider $\log_1(1) = C\implies 1 = 1^C$ which is true for all $C$ – The Integrator May 22 '18 at 17:12
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Thanks a lot. Can I get it for 1 raced to one and one raced to 0 as well? Thank You! – Parth Agarwal May 22 '18 at 17:12
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Yes , well technically $\log_a(b)$ is not defined for $a =1$ , only for $a\gt1$. But the solution is all reals $\mathbb R$ – The Integrator May 22 '18 at 17:14