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BdMO National Secondary 2020 P1
Posted: Wed Feb 03, 2021 10:17 pm
by Mursalin
\(m\) এমন একটি বাস্তব সংখ্যা যা \(3^m=4m\) সমীকরণ সিদ্ধ করে। \(\frac{3^{3^m}}{m^4}\) -এর সম্ভাব্য সকল মানের যোগফল বের করো।
Let \(m\) be a real number such that the following equation holds: \(3^m=4m\). Compute the sum of all possible distinct values that \(\frac{3^{3^m}}{m^4}\) can take.
Re: BdMO National Secondary 2020 P1
Posted: Thu Feb 04, 2021 8:50 pm
by Mehrab4226
Mursalin wrote: ↑Wed Feb 03, 2021 10:17 pm
\(m\) এমন একটি বাস্তব সংখ্যা যা \(3^m=4m\) সমীকরণ সিদ্ধ করে। \(\frac{3^{3^m}}{m^4}\) -এর সম্ভাব্য সকল মানের যোগফল বের করো।
Let \(m\) be a real number such that the following equation holds: \(3^m=4m\). Compute the sum of all possible distinct values that \(\frac{3^{3^m}}{m^4}\) can take.
Re: BdMO National Secondary 2020 P1
Posted: Sat Feb 20, 2021 2:54 pm
by anando
I think it's zero.
Re: BdMO National Secondary 2020 P1
Posted: Sat Feb 20, 2021 10:49 pm
by Mehrab4226
anando wrote: ↑Sat Feb 20, 2021 2:54 pm
I think it's zero.
Proof?
Re: BdMO National Secondary 2020 P1
Posted: Wed Sep 07, 2022 9:03 am
by Mathew23
Can no one solve this problem,
fnf if it is 0,
dordle can you explain in detail?