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The following diagram describes finite state machine with outputs_ Answer the questions below:1.1start0,0 0,11,0What is the output string produced by the machine wh...

Question

The following diagram describes finite state machine with outputs_ Answer the questions below:1.1start0,0 0,11,0What is the output string produced by the machine when it starts at s0 with an input string 00011? Enter your answer below in the format of abcd (without any bracket nor comma):When the system starts at s0, what state will it be after the input 00011?(c) If the system is already in s2, what input string will produce the output string 10001? Enter your answer below in the format of abcd

The following diagram describes finite state machine with outputs_ Answer the questions below: 1.1 start 0,0 0,1 1,0 What is the output string produced by the machine when it starts at s0 with an input string 00011? Enter your answer below in the format of abcd (without any bracket nor comma): When the system starts at s0, what state will it be after the input 00011? (c) If the system is already in s2, what input string will produce the output string 10001? Enter your answer below in the format of abcd (without any bracket nor comma):



Answers

Find the output generated from the input string 10001 for the finite-state machine with the state diagram in
a) Exercise 2(a).
b) Exercise 2(b).
c) Exercise 2(c).

Were giving inputs strings and were asked to find the output creature. These strings were given as an input to the finance state machine. An example to of the book. So in part A, we're given the input string 0111 Now, from the example in the book, as always, we're going to start in state s zero and our first input symbol is zero. So the machine is going to move from State S zero to state s one, and we'll give one as the output. So for output string, our first bit is one next input symbol, his one. And so this is going to move the machine from State s one to s zero again and we'll give one is the output. Now the next input bit is one. And this will move the machine for on the S zero back to us zero and will give output of zero. And finally, the last input bit is one, and this is going to be the same as the previous part. So machine is going to move from s zero back to zero again and will be zero as the output. So it follows that the output string is 1100 and machine owned up in state s zero. If that were to matter now in part B, we're given the input string 11011011 So similar to part A, our first input symbol is a one. And so we're going to move from s zero back as Ciro again and forgive us. Now put a zero. So our first input symbol first output bit is zero. Likewise, there second and put bit is a one. And so again, we're going to move from s zero back to zero and will receive zero is an output. Now the next input bid is a one. We're sorry. Zero. And this is going to move us from S zero to s one and we'll give one. Is the output next input? It is of one again. And this is going to move us from s one back to zero and will give one Is the output. The next input symbol is I see a one again. This is going to take us from s era back to zero. When will give us He zeroes output the next and put bit is zero. This is going to move us from s zero to s one will give us one as an output. The next input bit is a one. This is going to move us from s one to s zero and will give one as the output and finally the last input. It is a one mrs going to move us from s zero back to zero and will give us zero as the output so that our output string is 0011 011 zero and in part C, we're giving the EU put string 01010101010 and we have that our first input is zero. This is going to move us for us from a zero to s one and will give us one is now put second and put Bid is a one. This is going to move us from s one back to s zero and will give us one is now and we see that we're just going to repeat this through the rest of the input bits. We're gonna move between that zero and us one each time and each time give ourselves an output of one. So their output string is going to be a string of all ones. It's going to be the string. 11111111111 so 11 ones.

Were given input strings and were asked to find the output for each of these strings when given as input to be finite state machine. In example, three of the boat. So in part they were given the input string 0000 And we know looking at example three. We're going to start a state zero, of course. And then if we our first input bit zero. So we're going to move from ST zero to State one and we'll have an output of one now. Our second and put it is a zero. We see this is going to move us from State one back to ST one and will give us one is now pit. We said this is just one Europe eat for the last two input bits. So we're going to stay it at ST S one, and we're going to receive outputs of one so that our output string is going to be 1111 in part B. We're given the input string 101010 Now we see that we're going to start again at ST zero as we always do. Our first input bit is a one miss you have one is going to take us from skate zero too steep. Three and will give us zero. Has an output. We have their next input bit is zero. This is going to move us from State three to state one and is going to give us zero as an output. Our next input bit is a one is going to move us from state one to state to and will give us one isn't output. Our next input bit is a zero. This is going to move us from state to state three and will give us zero as an output. Our next input bits is a one. So this is going to move us from state three to skate zero and will give us zero is not put and our next input bit factor Final output. It is a impact. It is a one Sorry, it is your own. If you put in a zero, we're going to move from ST zero to State one and will receive one is now put so that it follows that our output string is going to be 001001 in part c, we're given the input string. 110111 zeros Your 010 As usual, We're going to start at ST S zero. And we have one is the first input bits. This is going to move us from State s Sierra to skate. He well give us here Wasn't output. Our next input bid is a one. This is going to move us from ST S three to see s zero and will give a Ciro's and output. Our next input is a zero. This is going to move us from State as zero to state s one and will give us a one is an output. Our next input bit is a one. This is going to move us from escape s one to state as to and will give us one is now put. Our next input is a one. This is going to move us from. State has to to stay s four and this will give us zero has an output. Our next input is a one. This is going to move us from S four back to itself. And this will give us a zeros and output. The next input is a zero this is going with this from State s four to state as three and will give us zero has now put next input is a zero. This is one of us from State S three to state s one. And this will give us zero as an output. The next input is a zero. This is going to move us from State s one back to State s one in this will. Give us a one has now put the next input is a one. This is going to move us from ST S 12 s to and you will receive a one as an output. And finally, the last input is a zero. This is going to of us from State as to to State s three and will give us zero is an output. So our output string is 00110000110

Were given state tables and were asked to find the output generated from the input string. 01 110 for the financier machine with this state table in part A. We're giving the state table from exercise one A. I'm not gonna draw it here, But if you look in the book, you can see it there. And it's much easier to reason. And if so, to draw here. Now, as with all state sheens were gonna start in the state s zero, and then the first input symbol is zero. So the fire table machine is going to move to state s one and gives zero is an output. So just sort of right the output string here as I'm talking. So our first output warn. Sorry. Get zero of the first help us. The input was zero. So is Thea Okay now, Next time, put symbol is a one. And so looking at our table with machine is going to move to state s to embassy that the output is going to do one. Yes, You're a one so far, and the next important machine is a one. The mission is now going to move from state to to state one, and it's going to give a zero as an output to the next. It is zero. And now the fourth input is one the machine is going to move from State s one to state s to while giving one as an outputs. The next output is a warning. And the fifth input is zero. So that she is going to move from State s to to state s one, and we'll get zero as an output. So the next bit is a zero. And that was the whole input string. So it follows that the output is going to be a 01010 in part B. We're given the table from exercise one B, again finest in the book pretty easily. Use this to solve this problem and we're giving the input string 01110 So the machine is going to start in the state s zero. The first input symbol is a zero. And so the machine is going to move from s zero, according to the table to the state s one. And according to table will get zero. As you know, our first bit zero now the next input symbols, a one machine is going to move from State s one to state as zero and will give one as the output. Next it is a one. Next input is a one. So the machine is going to move from the state s zero to state s zero. That's really just staying in the same place. And it's going to give the zero as and help. The next bid is zero, and now the fourth input in the machine is a one. So the machine is going to move from State S zero to state s zero. So it's going to stay in state s zero and we'll give this year It wasn't output, so yes, next bit is zero. Finally, the fifth input is a zero. The machine is going to move from state S zero to state s one and it will give zero as an output. So the fifth bit is a zero. It follows that our output string is 01000 Park si were given a table from exercise one C and again our input string is 01110 Now machine is going to start in state s zero. And since the first input is zero, according to the table, the machine is going to move from S zero to s zero. That's going to state at zero, and it will give a one is an output. So our first bit is a one. The next input symbol is a one. So the machine is going to move from State S zero to state s four and will give a one is, um, output. The next bid is also one. The next input is a once in machine is going to move from State s four active state s zero and will be of the zero is now. So the next bit zero now, the fourth input is a ones machine is going to move again from state s zero to say s four and will give the one is an output. Next bid is one. And finally the fifth and put it zeroes machine is going to move from state S four to state s one, and we'll give one is now. So the last bit is a one, and therefore the output string is 110

Were given a state diagram and were asked to instruct the state table for the more machine with this state diagram. First of all, create a table with three columns. We label these columns state. Now say another columns going T f with the inputs zero and one in the final column will be output trickles A call G. We wanted to. So we have that every state is mentioned Understate. So we see from our graph, there are three states s zero as worn in s two. Now, we also have that If there's an arrow from ST S I to state SJ with a label of X and we're going to write down SJ in the row s I and in the column X under input. So, for example, we have that there's an arrow from S zero to s one with a label of zero. And so I'm going to write under the column input under column zero And in the rover at zero s one. Likewise, we have that the rest of the entries not column the inputs under zero is s one s one and s one. You see that whenever we haven't input zero We're just going to move over a turn to State s one. And then we see that we started at ST at zero and even input of one. We moved to ST S too. Start out at ST S one and you have an input of one. You moved back to State s zero and we start out in State has to and we haven't input of one. Then we return to State s to now. Finally, if the state s I is labeled, why have these label was in green? Write down. Why in the row s I? And in the column outputs or G. So we see that at zero has the label one Sorry done. One in its output. And as one has the output ones or it done one and s to as the output zero. So write down its output. Zero


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