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repeat problem p4-3 for the differential manchester schemeprob 43draw the graph of the nrz-l scheme using each of the
the input stream to a 4b5b block encoder is 0100 0000 0000 0000 0000 0001answer the following questionsa what is the
1 how many invalid unused code sequences can we have in 5b6b encoding how many in 3b4b encoding2 what is the result of
we have sampled a low-pass signal with a bandwidth of 200 khz using 1024 levels of quantizationa calculate the bit rate
1 what is the maximum data rate of a channel with a bandwidth of 200 khz if we use four levels of digital signaling2 an
consider the following rulesreachablex y - flightx yreachablex y - flightx z reachablez ywhere reachablex y means that
define a class whose instances represent request and reply messages as illustrated in figure 413 the class should
consider a game tree in which there are six marbles and players 1 and 2 take turns picking from one to three marbles
give an outline of the server implementation showing how the operations getrequest and sendreply are used by a server
a request-reply protocol is implemented over a communication service with omission failures to provide at-least-once
calculate the complementary cumulative distribution function cdf of the capacity in 213 for the iid rayleigh fading
1 extend the previous exercise by implementing an addlettergrade method this is similar to addgrade except that it
extend your card class from the previous problem with a drawself win center method that displays the card in a graphics
create a tracker class that displays a circle in a graphics window to show the current location of an object here is a
1 write and test a function shufflemylist that scrambles a list into a random order like shuffling a deck of cards2
the sieve of eratosthenes is an elegant algorithm for finding all of the prime numbers up to some limit n the basic
1 write a matlab function that doe fuzzy clustering on a set of data2 show that the gauss-settle titration is a special
1 show that tor the conjugate-gradient algorithm2 let q be a symmetric matrix show that any two vectors ok q
constrained transmission suppose a binary transmission system is constrained so that runs of more than two repetitions
in a certain network the probability of failure of the links between the branches 1s shown in figure 1916 where each
a materials scientist wishes to formulate a compound that is 20 element x and 80 element y several compounds with
1 show that the dual of d dual is the original problem2 show that if a lender inequality in a primal problem is changed
trigonometry the basic matlab trigonometric functions are sin cos t an cot sec and esc the inverses eg arcsin
matrices and vectors go to fig 31 on page 67 and reproduce the results now create a vector and a matrix with the
manipulate a matrix do the following operations on matrix g created in exercise 4bull delete the last row and last