Derive the state-assigned table by assigning A=000, B=001, C=010, D=011, E=100 Present state Next state output z2zlz0 y2yly0 W=0 W=1 Y2Y1Y0 Υ2Y1Y0 000 001 010 011 100 101 110 111 Find logic...

To design a counter that delivers a sequence: 000, 001, 010, 011, 100, (then repeating the pattern) when input w=1. The output keeps the same when w=0. Thus the state diagram is illustrated as follows.

Extracted text: Derive the state-assigned table by assigning A=000, B=001, C=010, D=011, E=100 Present state Next state output z2zlz0 y2yly0 W=0 W=1 Y2Y1Y0 Υ2Y1Y0 000 001 010 011 100 101 110 111 Find logic expressions of Y2, Y1, Y0, z2, zl, z0 from the state-assigned table in 3), using k-maps. Draw the circuit to implement the counter using D-flipflops.


Extracted text: Reset WED Bloo W=D W=1 EhoD) DII W=0 3