If m,n,k are any 3 positive integers prove that (m,n)(m,k)(n,k)[m,n,k]^2 = [m,n][m,k][n,k](m,n,k)^2

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Saurabh Koranglekar · Answer

please write the complete question with correct symbols so that question is understood correctly

Saurabh Koranglekar · Answer

please repost with correct representation of problems set better revert with an image post

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If m,n,k are any 3 positive integers prove that (m,n)(m,k)(n,k)[m,n,k]^2 = [m,n][m,k][n,k](m,n,k)^2

If m,n,k are any 3 positive integers prove that (m,n)(m,k)(n,k)[m,n,k]^2 = [m,n][m,k][n,k](m,n,k)^2

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If m,n,k are any 3 positive integers prove that (m,n)(m,k)(n,k)[m,n,k]^2 = [m,n][m,k][n,k](m,n,k)^2

If m,n,k are any 3 positive integers prove that (m,n)(m,k)(n,k)[m,n,k]^2 = [m,n][m,k][n,k](m,n,k)^2

2 Answers

Think You Can Provide A Better Answer ?

Other Related Questions on Algebra

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Answer and earn gift vouchers

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