Problem 3 of Chapter 6 (or simply, Problem 6.3) on page 261 of the textbook asks us "develop a (hardwired) control unit for the state diagram in Problem 2" (i.e., the state diagram of Problem 2 provided on page 261). Assume that we have the following assignment of the Counter values to the first state of each subroutines: Assign the counter value of 4 (or 0100 in binary) to State of 001 for the first subroutine Assign the counter value of 8 (or 1000 in binary) to State of 011 for the second subroutine Assign the counter value of 12 (or 1100 in binary) to State of 1XI for the third subroutine Counter Value Counter Values States in Decimal Please develop a control unit according to the above assignmen (1) Show all the Counter values that you FETCH 2 in Binar FETCH 1 ssign to the states by iling out the FETCH3 second and third columns of the table on 001 002 003 004 011 012 X1 1X2 the right. (20%) (2) Derive the mapping function of the values of the IR as the input to the Counter for the Control Unit using Karnaugh maps. (40%) a) Show your Truth Table (i.e., the table having the IR bits and the corresponding state values). (10%) Problem 3 of Chapter 6 (or simply, Problem 6.3) on page 261 of the textbook asks us "develop a (hardwired) control unit for the state diagram in Problem 2" (i.e., the state diagram of Problem 2 provided on page 261). Assume that we have the following assignment of the Counter values to the first state of each subroutines: Assign the counter value of 4 (or 0100 in binary) to State of 001 for the first subroutine Assign the counter value of 8 (or 1000 in binary) to State of 011 for the second subroutine Assign the counter value of 12 (or 1100 in binary) to State of 1XI for the third subroutine Counter Value Counter Values States in Decimal Please develop a control unit according to the above assignmen (1) Show all the Counter values that you FETCH 2 in Binar FETCH 1 ssign to the states by iling out the FETCH3 second and third columns of the table on 001 002 003 004 011 012 X1 1X2 the right. (20%) (2) Derive the mapping function of the values of the IR as the input to the Counter for the Control Unit using Karnaugh maps. (40%) a) Show your Truth Table (i.e., the table having the IR bits and the corresponding state values). (10%)