Data for small project are given , draw thenetwork by using (A.O.N) and determinethe E.S ,E.F,L.S,L.F ,T.F ,and C.P? *ActivityDurationprecedencesFollowA3B,C,D|ВAEC4AF,GDAG,HE4FJG3C,DKHL5E7FK4GLHM,Q3LPN4SJS,TK,M4RR4SN,OUO,P,RUU3T,S

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Answered: Tor given, network by using (A.O.N) and…

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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Let U={x|x is a positive integer and equal less than 10}, A= {x|x is a postive integer less than 10 and x is odd}, and B={x|x is a prime number and x is less than 10}. Using bit operation, show that set operators are equivalent to logical AND and OR operators.
A cryptanalyst has determined that the three most common trigraphs in a ciphertext are LME, WRI, and ZYC, and guesses that these ciphertext trigraphs correspond to the three most common trigraphs in English text, THE, AND, and THA. If the plaintext was encrypted using a Hill trigraphic cipher described by C ≡ AP (mod 26), what are the entries of the 3 × 3 encrypting matrix A?
PLEASE HELP WITH WORK!
Shouldn't the number of paths from D to E be C(6,2) and from E to C be C(4,2)?
Is b correct? It's calculated differently than a. The paths from a to d should be C(9,4) or C(9,5).
There are 9 towns A, B, C, D, E, F, G, H, I. There are streets between them with distances shown below. Find shortest paths from A to C, A to D, A to E, and A to F. Specify the shortest paths and the shortest path lengths. You must use the Dijkstra’s algorithm table to solve this problem. Show all steps of your work. The streets and distances are AB 2, AG 4, AH 9, AF 6, BC 9, BG 8, CD 5, CG 2, DE 8, DG 3, EF 4, EH 7, EI 3, FH 2, GI 6, HI 5.
Consider a random Telegraph signal X(t) with autocorrelation function exp(-2.4|t2-t). (a) How many times, on average, does X(t) change its polarity between time t=2.8 and t=6.8? Your answer correct to 4 decimal places. (b) What is the probability that X(t) does not change its polarity between time t=2.8 and t=6.8? Your answer correct to 4 decimal places. (C) If you are given X(3.07) = +1, what is the MMSE linear estimate of X(3.28)? Your answer correct to 4 decimal places. (d) What is the error of the estimate in the above part? Your answer
Plot a graph for the following polynomials each with x=-100 to +100 with a change in x as 0.2 a) f(x)= x(x-2) (x-1)(x+1) b) f(x) = -(x-2) (x-1)(x+1) ) f(x) = -x(x-1)(x+1)(x-2) d) f(x) = (1-x)(x+1) (x-2) Write c++ code that will output all the values of f(x) given values of x. Do it for a, b, c and d above.
. Consider the alphabet Σ = {0,1}. Give regular expressions generating the following lan- guages. (a) {w ¤ Σ* | w begins with a 0 and ends with a 1} (b) {w € Σ* | w contains at least four Os} 1* (c) {w € Σ* | w contains the substring 1101} (d) {w € Σ* | w has length at least 4 and its third symbol is a 0} (e) {w € Σ* | w begins with a 0 and has even length, or begins with a 1 and has odd length} (f) {€,0} (g) The empty set (h) All strings over Σ (i) All strings over Σ except the empty string
6. Consider a source with three symbols A, B, and C with arbitrary probability. (a) How many unique Huffman codes are there? (b) Construct the Huffman codes.
the shortest path from S to C indeed has distance 7, and this path is S -> E -> D -> A -> C.
give a Big Oh estimate for the following function: (n!+2n)(nn+n2n+4n)

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Tor given, network by using (A.O.N) and determine the E.S ,E.F,L.S,L.F ,T.F ,and C.P?