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Suppose that a digitized TV picture is to be transmitted from a source that uses a matrix of 480 X 500 picture elements (pixels), where each pixel can take on one of 32 intensity values. Assume that 30 pictures are sent per second. (This digital source is roughly equivalent to broadcast TV standards that have been adopted.) Find the source rate R (bps).
Assume we have sample of N pairs xi, yi drawn i.i.d. from distribution characterized as given: xi ∼ h(x), design density. Illustrate relationship between squared biases and variances.
What additional communication methods not discussed in the reading do you believe are also beneficial? Explain what they are and how you know about them.
Discuss some of the problems he may soon encounter and explain the reasons for these problems. How could he easily return path to its original value?
The minimum-spanning-tree problem is to find an acyclic subset T + E that connects all of the vertices and whose total weight c(T ) = ce is minimized. Write down the dual of your LP formulation.
Joe the janitor is recorded on the company security camera one night taking pictures with his cell phone of the office of the CEO after he is done cleaning it. What will you do and what is your justification for your actions?
Solve the following equations for x and y or show that no solution exists. Show your work (in particular, what division must you carry out to solve each case). (i) 5x + 23 6 mod 47
Do you think that Hobbes was on to something with his theory? Is there joy or fear out there, or is it all inside of us and how we perceive and react to a situation?
Prove that PERM=POWER P, the obvious algorithm doesn't run in polynomial time as problem size is logarithmic (and no linear) with respect to the value of t.
What organisational changes are necessary in order to implement the long-term plan derived in question number two above?
IT engagement model and management. Include any information you believe adds to the material in the text. Describe any areas where you see disagreement between the sources.
Which of the given correctly explains a way in which data records are stored and accessed on storage medium?
Assume that n ≥ 3 and the n vertices of P are stored in an array in clockwise order around P. Describe how to determine efficiently whether exactly one of the points q and r falls within P. Analyze the time for your algorithm.
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