Let k be a positive real number and let A = 2122212221??-??-????--????kkkkkkk and B = 021120220kkkkkk??-??-????--????. If det (adj A) + det (adj B) = 106, then [k] is equal to [Note : adj M denotes the adjoint of a square matrix M and [k] denotes the largest integer less than or equal to k]

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Let k be a positive real number and let A = 2122212221??-??-????--????kkkkkkk and B = 021120220kkkkkk??-??-????--????. If det (adj A) + det (adj B) = 106, then [k] is equal to [Note : adj M denotes the adjoint of a square matrix M and [k] denotes the largest integer less than or equal to k]

Let k be a positive real number and let A = 2122212221??-??-????--????kkkkkkk and B = 021120220kkkkkk??-??-????--????. If det (adj A) + det (adj B) = 106, then [k] is equal to [Note : adj M denotes the adjoint of a square matrix M and [k] denotes the largest integer less than or equal to k]

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Let k be a positive real number and let A = 2122212221??-??-????--????kkkkkkk and B = 021120220kkkkkk??-??-????--????. If det (adj A) + det (adj B) = 106, then [k] is equal to [Note : adj M denotes the adjoint of a square matrix M and [k] denotes the largest integer less than or equal to k]

Let k be a positive real number and let A = 2122212221??-??-????--????kkkkkkk and B = 021120220kkkkkk??-??-????--????. If det (adj A) + det (adj B) = 106, then [k] is equal to [Note : adj M denotes the adjoint of a square matrix M and [k] denotes the largest integer less than or equal to k]

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