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a. Given a function f(x) as follows: f(0) = 2, f(1) = 3, f(2) = 5, f(3) = 4. Calculate the Fourier Transform of f(x), i.e: F(0), F(1), F(2) and F(3)!
b. What are the significant differences of functions and mechanism between fourier transform and wavelet transform
How many numbers do you require from this generator to guarantee that there exist 2 subsets of integers which sum to the same number? Write steps how derive the solution.
Suggest reasonable values for the items in the risk register for this asset and threat, and provide justifications for your choices.
Would you adopt this innovation if metric you were attempting to optimize was system power x cost? Suppose a defect density of 0.4/cm2, an alpha of 4, and a wafer of diameter 30cm.
It amounts to a "divide and conquer" approach to problem solving. This needs sound understanding of storage classes and scope rules. Response and or thoughts?
Find out by means of truth table validity of DeMorgan's theorem for three variables: (ABC)' = A' + B' + C'. Simplify given expressions by using Boolean algebra.
Assuming average packet size is 5 slot times, expreess the available bandwidth as a function of N?
In System Analysis and Design: Models are widely used in wide variety of technical occupations beyond information technology.
Recommend reasonable values for items in risk register for this asset and threat, and give justifications for your choices.
Determine the instruction format, considering that there is no bit for indirect addressing.
Consider a graph coloring problem where we have a very large graph G = (V, E), whose vertices are to be colored using 3 distinct colors such that no adjacent node in G has the same color. Design a suitable mechanism to solve the given problem.
Prove that, in the context of private-key encryption, we can assume without loss of generality that keys are chosen uniformly at random (and so Gen is trivial).
Write down two recent virus threats, are they minor or major threats? What software would you utilize to remove these threats?
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