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- Implement Velocity Verlet • Bouncing test: Simulate two particles starting from some distance approaching each other with some speed. Plot x(t), v(t), V(t), K(t) and H(t). Are they bouncing? Is H conserved? • Find the longest ∆t that conserves H to high precision in the bouncing test . I want simulation in pythonIn Matlab. Generate a rectangular window with N = 10 for −20 ≤ n ≤ 20. Implement your solution without using for loops and using them, compare both solutions.implement programming methods in matlab that would prioritize individualsby vaccine phase and dose number. In 8 sentences or less, please describe the specificprogramming methods (examples of programming methods are while loops and logicalindexing) to implement priorities. Do not use any built-in functions, such as sort or find.
- Implement any neural network. A model of your choice to address a certain problem. You are allowed to use TensorFlow or Keras. Needs to be created in python.Write a code for MatLab that is capable of solving 3x3 magic squares. Magic squares are those in which the sum of all the numbers in a row, column or diagonal is a specific number. - For example, the following is a magic square to solve, where the sum is required to be equal to 111 (See image)Use Python machine learning. A DataFrame named train which contains numerical values of SalePrice and GrLivArea. An image of the DataFrame train is attached. Get X_test and y_test.
- Python Jupiter: Write a script to verify numerically that the first return time distribution for a discrete random walk is a power-law. (only using these libraries: import numpy as npimport matplotlib.pyplot asWrite a Matlab script Fibonacci.m that uses the function input to ask for an integer n, checks if n > 0 and, it is the case, computes the n-th term, an of the Fibonacci's sequence defined by ao = a₁ = 1, ak = ak-1+ak-2. with a for loop. The implementation can be done with: (i) a vector a with n+1 components (you should initialize the vector with a-zeros (1,n) before the loop)Find the false coin among n coins using the Decrease-by-Constant-Factor false-Coin puzzle technique, which may be written in Java or C++. Consider that the counterfeit coin weighs less. Place the fake coin among the other coins in a manner determined by chance. Submit results photos and code files.
- write oop find result x!+power(x,y) if x in class a and y in class b إرسالٍ رسالةWrite a python code that implements the Forward Euler method to solve thedifferential equation. The slope function depends on the unknown solution y(t). Define your slope function so that the model parameters, b, PM, h areinput variables in your function definition. Complete your code by writing a loop that calculates the solution foreach time point and can plot your final approximate solution.Implement a Matlab function called newtons Method that uses Newton's method to solve f(x) = 0 given an initial guess To. The inputs to your function should include the initial guess To, a convergence tolerence €, and a maximum number of steps (since Newton's Method does not always converge), and can use the function f(x) and the Jacobian J(x). The output should include a flag indicating success or failure, the solution æ* that satisfies ||f(x*)|| ≤ e in the event of success, and the number of steps required for convergence. Test your function with € = 10-10 by finding the four solutions to the example from lecture 15, that is, to f(x) = 0 where € 50 4 3 in the set S = {(₁, ₂) € R² : -5 ≤ x ≤ 5, -5 ≤ x2 ≤ 5}. Use the following plot from Module 8 to obtain your initial guesses. 2 1 0 -1 -2 -3 -4 5 f(x) = -5 4 [f₁(x)] x² + x₁x²-9 [3x²x₂x² - 4 [f₂(x)] -3 • z}+z₂+x² -2 = -1 0 1 N +3₂ 3 4 5