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Prove that (kk) is periodic modulo 3 and find its period.
A function f(x) is periodic if there exists some minimum n such that f(x+n) = f(x) for all x in the domain of f. For instance, you all know f(x) = sin x = f(x+2pi) for all real x.
For the homework problem as stated, you want to prove that f(k) = k^k mod 3 is periodic for all integers. Find the minimum n as stated in the definition, and prove this holds for all k. For this problem, I have decided to limit this to allnatural numbers k, since 0^0 throws off the periodic pattern of the function.
At the top of your Word file, include the title of this Critical Thinking assignment, your name, and the date. Screen snapshots can be made by hitting the PrtScrn button on the keyboard and then pasting the captured image into Word. You can use Al..
Why four people must waste their time looking for faults when one person can run test cases on same piece of code. How do you respond?
In Randomized-Quicksort of a list of length n, what is the largest number of times that RANDOM will be called? What is the smallest possible number of times that RANDOM will be called? Be as exact as possible.
Identify the basic operation of the following algorithm (that takes as input an array A[0... n-1] of n integers) and analyze its worst-case time complexity.
Consider an industry or company with which you have some familiarity, and identify at least one possible application of business intelligence (BI) in the company. Justify your decision by presenting the business value the BI system could deliver.
Summarize the two most important tools and techniques used in estimating software projects. Provide an example of how these tools were applied in your work environment.
You have a site (Site1) that has about 20 users. For the last few months, users at Site1 have been complaining about the performance when accessing multiple files located on servers at the corporate office, particularly if the files are relativel..
Your design should include an E-R diagram, a set of relational schemas, and a list of constraints, including primary-key and foreign-key constraints.
The temperature on a circular plate, (x-1)^2+y^2=4,has formula, T (x,y)= x^2+y^2+60. Find all hot/cold spots, alongwith temperatures, both (a) within the plate and (b) on the circular edge.
Compare the characteristics of CB, CE and CC configurations of a transistor. Draw the circuit of a common collector transistor configuration and explain its operation. Also derive the relation between γ and α current amplification factors.
Name of the threat description when and where it occurred risk likelihood and risk impactHow the threat attacks the system
Decision Analysis Problem: You are a potential business owner in the hoomaflopper industry. You have hired Dustin R. Mopps as your industry insider to help you decide which businesses to focus on potentially buying.
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