1. Design a combinational logic circuit for 3-input minority circuit. Assume that a minority circuit is one which produces a HIGH (1) when two or more inputs are LOW (0). i Construct the truth table. ii. Simplify the Boolean expression into product-of-sums (POS) form and sum-of-products (SOP) form using Boolean Algebra Techniques / Karnaugh map. iii. Construct the logic diagram using OR-AND gate network and verify the circuit experimentally.

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1. Design a combinational logic circuit for 3-input minority circuit. Assume that a minority circuit is one
which produces a HIGH (1) when two or more inputs are LOW (0).
i. Construct the truth table.
ii. Simplify the Boolean expression into product-of-sumis (POS) form and sum-of-products (SOP)
form using Boolean Algebra Techniques / Karnaugh map.
iii. Construct the logic diagram using OR-AND gate network and verify the circuit
experimentally.
iv. Construct the logic diagram using only NAND gates and verify the eircuit experimentally.
Transcribed Image Text:1. Design a combinational logic circuit for 3-input minority circuit. Assume that a minority circuit is one which produces a HIGH (1) when two or more inputs are LOW (0). i. Construct the truth table. ii. Simplify the Boolean expression into product-of-sumis (POS) form and sum-of-products (SOP) form using Boolean Algebra Techniques / Karnaugh map. iii. Construct the logic diagram using OR-AND gate network and verify the circuit experimentally. iv. Construct the logic diagram using only NAND gates and verify the eircuit experimentally.
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