Answer the 2 questions, will upvote if complete, short solution/explanation will do -((-p a q) v (-p ^ ¬q)) v (p ^ q) =O pnqNone of the choicesOTO FO -pA -qO -p Which of the ff. input string/s send the ff. finite-state automaton to an accepting state?Start1SoS3$40,1$5O None of the choicesO 11000001001100001010100111001001 11101110110110101100011000100100 1110111001000010001010001001110110110110010001100111111100110011O All of the given input stringsO 11000100001011011110001111110101 10010011011101101110000100011001 1010111101111010011100011011110001111111110001110111100100110111O 11011101001110000011110000101000 11011111100100010001010100101010 0101011000000111001001010000110101011111011110100000101101110111

1. Given logic expression is, ¬((¬p∧q)∨(¬p∧¬q))∨(p∧q) This logic expression contains two variables p…

Answered: -((-p ^ q) v (-p A ¬q)) v (p ^ q) = O…

Engineering

Computer Engineering

-((-p ^ q) v (-p A ¬q)) v (p ^ q) = O pnq O None of the choices O p O -4 OT O F O -pA ¬q -p

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Question

Answer the 2 questions, will upvote if complete, short solution/explanation will do

-((-p a q) v (-p ^ ¬q)) v (p ^ q) =
O pnq
None of the choices
OT
O F
O -pA -q
O -p

Which of the ff. input string/s send the ff. finite-state automaton to an accepting state?
Start
1
So
S3
$4
0,1
$5
O None of the choices
O 11000001001100001010100111001001 11101110110110101100011000100100 11101110010000100010100010011101
10110110010001100111111100110011
O All of the given input strings
O 11000100001011011110001111110101 10010011011101101110000100011001 10101111011110100111000110111100
01111111110001110111100100110111
O 11011101001110000011110000101000 11011111100100010001010100101010 01010110000001110010010100001101
01011111011110100000101101110111

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