Minimize the following function by using K-Map:
F(A, B, C) = A'BC' + A'BC + ABC' + ABC
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From quad (3,2,7,6):Rows representing the quad: A + A' = 1Columns representing the quad: BC + BC' = BTerm Obtained = B
Simplified expression:F(A, B, C) = B
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State the principal of duality. Write the dual of:(P + Q').R.1 = P.R + Q'.R
Find the complement of XY'Z + XY + YZ'
Reduce the following function by using Boolean laws:F(A, B, C, D) = (A' + C) (A' + C') (A' + B + C'D)
Convert the following expression into canonical POS form:
F(A, B) = (A + B).A'
