Question 1
SEAMO self-study edition 2027; not an official 2027 paper. Original source years are retained. 25 questions, 90 minutes; Q1–10: 3 points, Q11–20: 4 points, Q21–25: 6 points, total 100. Original response types and all subparts are preserved. Verified is an editorial convention; source defects, necessary assumptions and unresolved mathematical uncertainty are disclosed.
It is known that $m,n,p$ are positive integers, where $m\lt n\lt p$. If $2^m+2^n+2^p=2336$, find $m$.
It is known that $m,n,p$ are positive integers, where $m\lt n\lt p$. If $2^m+2^n+2^p=2336$, find $m$.