I only have problem with task 2. solve using Mathlab. tks

Consider the following equation: 2x2 = 2+3 For this activity you will execute a minimum of five iterations of the bisection method by hand in order to make sure you understand the algorithm. Then use MATLAB to check your work and solve for x. The figure below shows a graph of the equation above once it has been formulated as a roots problem of the form f(x) = 0. y = 2x23 Task1: Work by hand to execute at least five iterations of the bisection method to solve for the root between x = 1 and x = 2. You should be able to select appropriate brackets for each iteration by visual inspection of the figure above. You might find it helpful to draw the brackets for each iteration on the figure above. How many iterations are required to satisfy the criteria e = 0.5%. Enter the results of your hand calculation in the following table: Task 2: Make sure the example function bisect.m is in the current folder in your MATLAB session. Set a breakpoint at line 22. Then call bisect from the command window with the inputs needed to solve the above roots problem with the same initial bracket as you used for Task 1. Step through at least the first three iterations and verify your hand calculation above by tracking the relevant variable values in the function workspace