Matlab # 2 Please

MAE 305 Project 1 The objective of this project is to get familiar with the numerical approach to the following simple problem. Find the roots of x-5 x +4 = 0 Where the true values are x=1 and x=4. When not specified, use error tolerance = 1x 104, and use a minimum of 8 significant digits. 1. Use the bisection method to find the solutions. Assume the brackets (-1.1, 2.5] and [2.0,5.3). 2. Use the regular falsi method to find the solutions. Assume the brackets (-1.1, 3] and [2.0,6). 3. Use the fixed point method to find the solutions, and utilize two different iteration functions to find the solutions. Choose your own initial value. 4. Use Newton-Ralpson method to find the solutions. Choose your own initial value. Deliverable: Project Report should include, not limited to, 1. Title page 2. Introduction 3. Numerical methods/Results 3(a) Bisection Methods .... 4. Conclusion Other Notes: 1. Use matlab (preferred) or any other software/program packages. 2. Show all the algorithm/programmings in the report. 3. No hand writing report submission allowed. 4. Provide error analysis and number of steps required