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Using the Karnaugh technique obtain the simplified expression as sum of products for the following map.

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Completing the given K-map We have 1 group which is Quad i.e., m2 + m3 + m6 + m7

= X’YZ + X’YZ’ + XYZ + XYZ’ 

= X’Y(Z + Z’) + XY(Z + Z’)

= X’Y + XY = Y(X’ + X)

= Y 

Simplified Boolean expression as sum of products for given K-map is F(X, Y, Z) = Y.

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