Question
Discrete mathPHO}CT 1 COUAIINS PershuantChoail letters 00 the ErEhsn alonaber nchd RAIl the drteen tundersttmt Wm F Frae6etenethlaen CadoIheiraIenratheLennioutheeeteure cet Aka Ea(12345440345.67,8,91RieoaggLEh onna JD tnmeEOE ETENIUalne conrenIrst tne ekements m tht st X Claylare |X U and erolan hortie Mdurovedston Mtrots mu €akeWnte CrmamOnacolo cOniEtNAchancenchine tdernn DraTiThetrehen charicenareencedtomtiTne {emJim8 cnanciutat #rordtioT thes #(a PTht #iona DOSc 03540d;(Ontnicd#ccordnOtrt
Discrete math PHO}CT 1 COUAIINS Pershuant Choail letters 00 the ErEhsn alonaber nchd RAIl the drteen tunders ttmt Wm F Frae 6etenethlaen Cado Iheira Ienrathe Lennioutheeeteure cet Aka Ea (1234544 0345.67,8,91 Rieoagg LEh onna JD tnmeEOE ETENI Ualne conren Irst tne ekements m tht st X Claylare |X U and erolan hortie Mdurovedston Mtrots mu €ake Wnte Crmam Onacolo cOniEtNA chancenchine tdernn DraTi Thetrehen charicenareencedtomti Tne {emJim8 cnanciutat #rordtioT thes # (a P Tht #iona DOSc 03540d;(Ontnicd#ccordnOtrt Diserrntnort (ljbott Fox Mjn pusdordyure there br Thatis #nut e IPl? (M DidYoJ usc Ine produdt mulcor Lhc sum nk Dkulute Your 47+45 pon @LEpentor M4lonr be Lhc sct ol Jlpossibke prssword: construrted *to1ns DneEe AideeaUnnrrning Aotudted KecedlcomtE4. passeods are there inQ? 0] Usc the nclusion/edurionrk clarlato tne nunbx 0ipantxd: PU 0 Dpantortro
Answers
Construct deterministic finite-state automata that recog-
nize each of these sets from $I^{*},$ where $I$ is an alphabet.
$\begin{array}{llll}{\text { a) } \emptyset} & {\text { b) }\{\lambda\}} & {\text { c) }\{a\}, \text { where } a \in I}\end{array}$
Hello. Welcome to this lesson in this lesson, we're writing propositions in a form P if and only if kill. So the first part a would identify RPS Don't fight the PS land. How to solve just queens Part six mathematics problems. Okay, then would identify our chaos. 53 mean best course. So they re write the proposition Uniform us land. How to solve this quick mathematics problems if and only if you want to get a in this course. Okay. Yeah. So let's move to the second one. B here would identify the P s. Read the newspaper? No. So read the new speaker. Then we identify the chaos. Yeah, you will be informed. Oh, I read the position as read the news, the newspaper if and only if you want to be informed. Right. So let's go to the third one here. We would identify RPS. The wizard does not in then would identify the chaos. You can see the region. Yeah, you can see the wizard Mhm. So he write a position in the form of P if and only if killed us, though. Is, uh yeah, it's not in if and only it's mhm. You can see him. Right. Well, okay, so let's move to the last one. Where we Okay, identify PS. Mhm. My airplane flight is late. We identify our chaos. I have to catch a connection. Flights? Oh, yeah. Mhm. So right. The proposition. A form of pdf and only if klos my plane. Yeah, that's great If and only if I have to catch connection islands. Okay, so that is it for the lesson. Thanks for your time.
I don't have it. That indiscreet math class cuisine. One major or one last major who is freshman with a freshman called messages who are soft morn do math majors to our juniors. And you? Yeah, Majors. Who are juniors on one? The S major, who is a senior now report A We have. There's a student in the class who was a junior from Penn Brass Express agency statements in terms of quantum fires and then 10 minutes to fountain A. We have there this instant who is a genius but sexy. The exit the junior. Okay. Tell me, Junior, do we have one or two? And you here to it? I'm asked me to. Tutor. Yes, your total eclipses in this picture report being we have every student in class is a computer science ranger. So it's for all, um, Major, we're actually to see you, Ricky. X means that X is a yes major. Well, if you don't hear that, we have math majors and CS majors. So this is actually not true because we have math majors, not CS majors. We have You're sitting in the class who is neither a math major nor a junior So it's you spin it that is leader from last major of the nation. A few back or or and not a yes major. What did it taste see? Is there sitting in the crosses? You hear a math major with this? We need a math major nor a genius. So it's like this. Be not the junior. It's not a math major, then I mean zero. Yes, Major. If we're not a junior in these were a sophomore restaurant or a Okay, let's see what it's a cata Mary. Well, we're not a math major. B don't work the remaining two ready to, but we can't be a junior, so this one doesn't work, and this is the only one that works. We have one years major and who's a senior, so this is excellent. The party. We have every student in the class city, their sophomore or obscure fact razor. But students are either, eh? A lot more. It's like for a theater major. Okay, so you're either a sophomore for a passenger. Welcome those here We are math figure and were pressuring this statement is excellent fault report be. Here's a Here's the meat Amy do such that there is a student in every class in every year. I studied with that meteor. Okay, Um, why the of life? But the of why? That's very hey, didn't in the class in every year with Major. Why? Okay, well, this is false, because if you get us back here, math majors do not have any seniors. It only goes up to junior and see if we could only have juniors and seniors. So this is obviously clothes.