Can you use python and show the codes? The second picture was an example in class and the codes used
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A: the code is an given below :
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- Couldn't fit the whole problem into 1REMARK: I need the solution for sub-question d, e ,f onlyUse a proof by contradiction to show that there is no rational number r for which r3+ r + 1 = [Hint: Assume thatr = a/b is a root, where a and b are integers and a/b is in lowest terms. Obtain an equation involving integers by multiplying by b3. Then look at whether a andb are each odd or even.]
- Write a computer program to evaluate the Taylor series expansion for cos(x) to evaluate theseries starting at x0 = 0 radian with h = 0·1 to x = 1 radian· Use one term, two terms, three termsand four terms of the series· Evaluate the error in each value and discuss the effect ofincrementally adding the terms to the series· Compare your results with the true solutionplease give me the full answer of applying the Booth Algorithm on the following equation :(-6) x (-2) please explain and provide cProblem 2. Prove that ?? ≤ (5/3) ? , where n is a positive integer and ?? is the nth Fibonacci number.
- 1. Apply Bisection method to find the root (only one root) of the function: f(x) = 8sin(x) + 8cos(x) fromthe bracket -10 to 10.0. Use only 10 iterations and give the value of the rootSample answer is given below:Kindly give me right solution according to the questionConsider nonnegative integer solutions of the equation x1+x2+x3+x4+x5+x6=30. How many different solutions are there? How many solutions also satisfy: for every i∈{1,2,3,4,5,6}, xi is positive and even?
- In x and y how many different combinations are possible. Need correct answer otherwise dislikeIn your own words, please explain at least five drawbacks associated with the practise of using the direct method of solution in numerical analysis.You solve a non-singular system of 1,000 linear equations with 1,000 unknowns. Your code uses the Gauss-Jordan algorithm with partial pivoting using double precision numbers and arithmetics. Why would the 2-norm of the residual of your solution not be zero?