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The best known iterative method in order compute the roots of the function f (that is, the x-values for which f(x) is 0) is Newton-Raphson approximation. To determine the zero of a function whose derivative is also called, compute xnew = xold − f (xold) f′(xold).
For this exercise, write down a program in order to compute the nth roots of the floating-point numbers. Prompt user for a and n, then get a by computing a zero of the function f(x) = xn − a.
In the System Analysis and Design: Mixing Techniques – The question “Whether the structured techniques and object-oriented techniques can be mixed.
She wishes your organization to build a product which will monitor the company’s stock, starting with purchasing of leather and keeping track of boots as they are manufactured, distributed to individual stores, and sold to customers.
Java program that asks the user to enter two numbers x and b.
Develop an application program which declares two Book objects and sets and displays their values.
Develop a checkout lane simulation that can be used to determine the optimal number of lanes that Cougar Mart should have open.
Suppose we have training data from the Gaussian distribution of known covariance S but unknown mean Mu.
Write down the program that prints out the chains for numbers within the range which the user specifies. The length of each chain must be printed at the end of the chain.
Using the RSA with p = 3, q = 11, e = 7: Explain the suitable value for d? Encode the message “cat” by encrypting each letter separately, i.e., by encrypting ASCII code of each letter.
Develop a class named Book which holds a stock number, title, author, price, and the number of pages for a book. Involve a method which sets all the data files and another which prints the values for each data field.
Write down in words and describe the meanings of terms LAN and WAN. Explain how do they differ? State three basic topologies for LAN use, and describe the differences among then.
Plan an ER diagram
Explain whether pages are served over the SSL protected from problem you explained. If so, explain why; if not, explain why not.
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