Simplify the following Boolean expression using Boolean algebra laws:
F = (A + B) * (A' + C) * (B + C)
Apply the distributive law and simplify: F = (A + B) * (A' + C) * (B + C) F = (A*A' + A*C + B*A' + B*C) * (B + C) F = (0 + A*C + B*A' + B*C) * (B + C) F = A*C + B*C
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