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Let m,n,p∈N with 1≤m≤100; 1≤n≤50; 1≤p≤25. The number of possible ordered triplets (m,n,p) such that 2m+2n+2p is divisible by 3 is 5k. Then k is

Answer» Let m,n,pN with 1m100; 1n50; 1p25. The number of possible ordered triplets (m,n,p) such that 2m+2n+2p is divisible by 3 is 5k. Then k is


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