This question is really important
Prove or disprove that
lim_(n→∞) ((3^n m+3^(n−1) )/2^(⌈(n/2)⌉) ) + (3^(n−1) /2^n )
the limit exists for m ∈ N \B
where B = {n ∣ log_2 (n) ∈ N }
Each edge of a parallelepiped is 1 cm long.
At one of its vertices, all three face angles
are acute, and each measures 2α.
Find the volume of the parallepiped.
Help me, please