Your equation seems way better tbh.
It doesnt look like changing the base of a log works in desmos. rather than doing 2^x=2, its 10^x=2*2
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Can’t you do log(x)/log(y) in lieu of changing the base of a log?
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This is your equation:
\text{Damage Dealt by Boss} = 1352 - log_{1.011} \text {(Boss HP)}
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Thx for the advice. How does that work though? I cant seem to wrap my head around how it works.
(i was about to explain that the graphing wasnt working for me when i did it either, but you just posted this. Im pretty new to desmos, how did you fix the graph?)
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Open-up the graph and you can see the equation I imputed.
\text{Damage Dealt by Boss} = 1352 - log_{1.011} \text {(Boss HP)} = 1352 - \frac {log(\text{Boss HP)}}{log (1.011)}
I applied the Change-of-Base Formula. Check this out for an explanation:
Use the change-of-base formula for logarithms | College Algebra.
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