A combinational logic circuits with four inputs and two outputs will be designed. A, B, C and D are the inputs of the circuit, Y, = F(A, B, C, D) and Yo = F(A, B, C, D) are its outputs. (ABCD)2 represents a four-bit binary number. The circuit will show the remainder of the division [(ABCD)2 + (11)2] (division by 3) at its outputs. The circuit will be designed with one 4X1 MUX (multiplexer) and minimum number of logic gates. a) Give the truth table of the circuit(10 points) b) Realize the output Yo by taking the select inputs S1 MUX and draw the logic diagram of the output Yo (20 points) Band So = D of the AXT Note: (ABCD)a represents a four-bit binary number Example: If the inputs (ABCD)2 = (0111), then the outputs equal to (YY), (01) If the inputs COBODE (1011).. then the outputs equal to OY,0 = 10), Bir Dosya Sein