Please help me create an ALU Controller module that follows the truth table given below and uses the given module definition. Thank you so much.

$`$ timescale $1$ ns $/1$ ps

$//$ Module definition

module ALUController $($

ALUOp $,$ Funct$7,$ Funct$3,$ Operation

$)$;

$//$ Define the input and output signals

$//$ Define the ALUController modules behavior

endmodule $//$ALUController $1\mathrm{.}2$ ALUController

The inputs to the ALUController are the ALUOp, Funct$3,$ and Funct$7.$ ALUOp comes from the Con$-$

troller and Funct $3$ and Funct $7$ come from the Datapath. The output of the ALUController is the $4-$bits

operation code which goes to the ALU$\_$CC input of the datapath. You see the block diagram of the ALU$-$

Controller in figure $3.$

Figure $3$ : ALUController.

$\backslash$table$[[$operation$,$Operation code$],[$AND$,$ ANDI,$0000],[$OR$,$ ORI,$0001],[$ADD$,$ ADDI, SW$,$ LW$,0010],[$SUB$,0110],[$SLT$,$ SLTI,$0111],[$NOR$,$ NORI,$1100]]$

We need to find a relation between the inputs and the output of the ALUController. Table $4$ shows this relation.

Table $4$ : The truth table for the $4$ operation code.

$\backslash$table$[[,$Funct$7,$Funct$3,$ALUop,Operation$],[$AND$,0000000,111,10,0,0,0,0],[$OR$,0000000,110,10,0,0,0,1],[$NOR$,0000000,100,10,1,1,0,0],[$SLT$,0000000,010,10,0,1,1,1],[$ADD$,0000000,000,10,0,0,1,0],[$SUB$,0100000,000,10,0,1,1,0],[$ANDI$,-,111,00,0,0,0,0],[$ORI$,-,110,00,0,0,0,1],[$NORI$,-,100,00,1,1,0,0],[$SLTI$,-,010,00,0,1,1,1],[$ADDI$,-,000,00,0,0,1,0],[$LW$,-,010,01,0,0,1,0],[$SW$,-,010,01,0,0,1,0]]$

$"-"$ in Table $4$ means there could be any values there.

Here you see the equation for the first bit of the operation as an example:

assign Operation$[0]=$

$((Funct3==3\text{'}b110)||((Funct3==3\text{'}b010)\frac{?}{?}\frac{\text{\&}}{\text{\&}}(ALUOp[0]==1\text{'}b0)))$

$?1\text{'}b1$ : $1\text{'}b0$;