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1. If α is the fraction of a program p's code that can be executed simultaneously by n processors in a computer system and the remaining code must be executed sequentially by a single processor, along with the fact that each processor has an execution rate of x million instructions per second. Then
a. Derive an expression for the effective MIPS rate when using this system for the execution of this program in terms of x, n and α.
b. If n =16 and x = 4 MIPS, determine the value of α that will yield a system performance of 34 MIPS.
The aim of this project is to exercise and test your ability to read and understand descriptions of data formats and to interpret raw data according to a particular format. In this exercise you will produce and read the dump of a ZIP file.
State a Turing Machine M that computes the function f: {a, b}* → N, where: f(x) = the unary encoding of max(#a(x), #b(x)).
Draw 4-to-16 decoder by using components. You must not use any extra components.
What do you think are some of the types of sites that would be appropriate for mobile devices? What types of sites do you think are inappropriate?
Write down some popular reconnaissance tools? Compare three reconnaissance tools and describe the benefits and limitations of each.
Comprise a specific recommendation regarding how many different sizes newspaper must offer.
Write a statement for security policy for the following:Let LAN for small 100-person business, Pixel Inc. Business occupies one floor in office building. Everybody has a computer on his or her desk.
Apply function in programs to prints triangles, upside down triangles, and diamond.
StoreItRite is interviewing candidates for position of Chief Information Officer (CIO). They are asking candidates to describe briefly how they would satisfy StoreItRite's requirements as stated above. How would a successful candidate respond?
Describe the forest, domain, OU, and trust configuration for Bluesky. Include a chart or diagram of the current configuration. Currently Bluesky has a single domain and default OU structure.
Add the two binary numbers and interpret the sum assuming that the numbers are (1) unsigned, and (2) signed.
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.
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