Most logic gates have two inputs and one output. These are usually binary conditions: 1 or 0.
To work out the number of rows needed, on a truth table, the formula is 2 to the power of how many inputs there are.
The equation symbol of an 'AND GATE' is a ^ b = c
The equation symbol for an 'OR GATE' is a v b = y
A ^ B = 4 rows ✔️
A ^ (B v C) = 8 rows ✔️
A —, = 2 rows ✔️
—, (A ^ B) = 4 rows ✔️
Truth table for the equation: A ^ (B v C)
Truth table for the equation:
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