Cant seem to plot this correctly using python numpy and matplotlib
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Cant seem to plot this correctly using python numpy and matplotlib
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- Write a computer program that can be used to determine the magnitude and direction of the resultant of n coplanar forces applied at a point A. F1 On A F,Write computer codes using any programming language for one of the following methods to solve a linear equation system.1- Gaussian elimination.2- LU decomposition.3- Gauss-Seidel iterations.Execute the program for the linear equation system given below.Write a program to find the roots of the following equation using Newton-Raphson: F(x) = exp (x) - 3 x 2
- A simple pendulum is formed of a rope of length L = 2.2 m and a bob of mass m. %3D When the pendulum makes an angle e 10° with the vertical, the speed of the %3D bob is 2 m/s. The angular speed, e', at the lowest position is equal to: (g = 10 m/s^2)Computer Science f(x)= Sin(x) – x 3 + C Where C = Max [0.15, (69/100)] x20, (x is in radian). Apply the false position method three iterations to find the root of the function (Decide the starting values of Xl and Xu yourself)2. The position of an object moving along the z-axis is described by *(t) = 21²-t +4, where the position, z, is in m and the time, t, is in s. Find: a. the average velocity between t = 1 8 and ty= 3 s. b. the velocity at t = 2 s. b. the acceleration at t = 4 s.
- Write a program that calculates the integral of the sin(x)/x function in the range [2,5] using the simpson method, in python code.Write a computer program to solve the system of linear equations to determine the value of the member forces for the truss shown in the figure for different values of m ranging from 60 kg to 120 kg with an increment of 10 kg and for L = 0.25m. Also determine the member forces for different values of L ranging from 0.25m to 1m with an increment of 0.25m and for m = 100 kg. L L L E OF L BWrite computer program to solve a set of equation by using Gauss-Seidel Iteration.
- )Write a computer program for Gauss elimination method using C programming language. Decide the number of significant figures yourselves. While writing your program, consider the effects of the number of significant figures, pivoting, scaling and do not forget to check if the system is ill conditioned.2)Repeat the same procedures for Gauss-Jordan method.3)Solve an example system using your Gauss elimination and Gauss-Jordan method. Measure the time your computer solves the system for both programs.4)Write a report in which you discuss and compare your Gauss elimination and Gauss-Jordan programs.Two small charged objects attract each other with a force F when separated by a distance d.If the charge on each object is reduced to one-fourth of its original value and the distance between them is reduced to d/2,the force becomes?1/ The expression A . (B . C) = (A .B) .C is known as Demorgan’s Theorem Distributive law Absorption Law Associative law