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Compute x as far as possible without a calculator. Where appropriate, make use of a smart decomposition of the exponent as shown in the example in Sect. 1.4.1:
The last problem is called a discrete logarithm and points to a hard problem which we discuss in Chap. 8. The security of many public-key schemes is based on the hardness of solving the discrete logarithm for large numbers, e.g., with more than 1000 bits.
Points T1, T2 ,and T3 are 25 miles apart, and points C1 , C2, and C3 also are 25 miles apart. If telephone lines cost $1 per mile, determine the line cost for three?
Instead of counting the number of items in the queue, use a boolean variable is Full to distinguish between the full and empty conditions.
Show how the computer would represent the sum in part b using the given floating-point representation. What decimal value for the sum is the computer actually storing? Explain.
Determine the second-law efficiency of the cycle and the rate of energy output with the exhaust gases when they are purged.
What must be done so that both generate the same (shorter) instruction sequence?
Describe the role of patents as barriers to entry in the Pharmaceutical industry.
As the project manager for an IT department, you have been assigned to manage the project of deploying a new VoIP phone system to the company's campus.
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)).
Write a C++ program that prompts the user for two values. The program then prints the two numbers in ascending order. If the two values are identical it prints a single line saying that both numbers are identical.
Describe at least 3 tables that might be used to store information in social-networking system such as Facebook.
What is triple encryption? Why is the middle portion of 3DES a decryption rather than an encryption?
Describe a database and its various elements. Define Primary Key, foreign key, and metadata.
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