number 2 only please, could not take a smaller picture.![2 Find a regular grammar that generates the language • {w | We{0,1}* , [w] >= 4; w starts with 1 and ends with 10 or 01). 3 F](http://img.homeworklib.com/questions/48c8ec00-ca66-11eb-a76d-e3840c0fd1a9.png?x-oss-process=image/resize,w_560)
Homework Answers
Answer
S -> 1M
M -> 0N | 1N
N -> 01 | 01 | 0N | 1N
Explanation
S is to start with 1
N is to end with 01 or 10
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number 2 only please, could not take a smaller picture.
2 Find a regular grammar that...
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NOTE: The first picture is the exercise, the second is the
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Problem 11.11
I have included a picture of the question (and the referenced
problem 11.5), followed by definitions and theorems so you're able
to use this books particular language. The information I include
ranges from basic definitions to the fundamental theorems of
calculus.
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Please solve it with explaining.
Exercise4: Consider the language L on Σ= {0.1 } with L-(w such that w starts with l and ends with 00 } 1. Find 3 strings accepted by the automaton 2. Show that the language L is regular
Please answer c,d,f. also please explain the answers for me to
understand.
For each of the languages below, draw the state diagram for a nondeterministic finite automaton (NFA) to accept the language. In order to get full marks, your NFA must have the number of states specified, and it must take advantage of nondeterminism. [There must be at least one case where the machine has a choice between two or more next states on some input symbol, or a case...
Please answer question 2 (I got 1 already).
NOTE: The first picture is the exercise, the second is the
question (question 2) and the third picture (with blue
lines) are class-notes I took to help you answer the question
correctly. Thanks.
Exercise 2 Consieler en FM modulater with message mith such that fiel MIR) else where mctl - mit Freem FM modulator > x6 = Ao cos( 2 xlt a Ao cool 20 fot + 46+1) fet + foi consien free...
Problem 11.11
I have included a picture of the question (and the referenced
problem 11.5), followed by definitions and theorems so you're able
to use this books particular language. The information I include
ranges from basic definitions to the fundamental theorems of
calculus.
Problem 11.11. Show, if f : [0,1] → R is bounded and the lower integral of f is positive, then there is an open interval on which f > 0. (Compare with problems 11.5 above and Problem...
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