How do you plan to solve it?
The approach is to implement the XOR operation using fundamental logic gates: first generate the complemented inputs, then form the two essential product terms, and finally combine them with an OR gate to obtain the exclusive-OR output.
// ============================================================
// Basic Gates (given)
// ============================================================
module and_gate(input a, b, output y);
assign y = a & b;
endmodule
module or_gate(input a, b, output y);
// write code here for or gate
assign y = a | b;
endmodule
module not_gate(input a, output y);
// write code here for not gate
assign y = ~a;
endmodule
// ============================================================
// XOR Gate
// ============================================================
module xor_gate (
input a, b,
output y
);
// TODO: declare intermediate wires
wire a2, b2, y1, y2;
// TODO: instantiate required gates
not_gate not1 (.a(a), .y(a2));
not_gate not2 (.a(b), .y(b2));
and_gate and1 (.a(a), .b(b2), .y(y1));
and_gate and2 (.a(a2), .b(b), .y(y2));
or_gate or1 (.a(y1), .b(y2), .y(y));
endmodule