Algebra 2Superchallenge ShareAlgebra 2 · Superchallenge problemHow many ordered pairs (m,n)(m, n)(m,n) of positive integers with m≤1000m \le 1000m≤1000 and n≤1000n \le 1000n≤1000 make log4m+log8n\log_4 m + \log_8 nlog4m+log8n an integer?Check Show answer Walk through it step by step Practice more like this