MATLAB Question 2) Overview: In this exercise, you will be plotting data related to a spring stiffness test, along with the proposed line of best fit for the data. The force acting on a spring and its displacement are linearly related via the equation x = F/k, where k is the stiffness constant of the spring and x is the displacement of the spring. In an experiment, different forces were applied to a spring, and the corresponding displacements were measured. This produced the following data: data = [0.1,1.58;0.2,3.71;0.3,6.29;0.4,8.25;0.5,9.66;0.6,11.61]. In the data matrix, column 1 is the force data (F_data) and column two is the displacement data (x_data). As an initial estimate for k, it is proposed that k = 0.057. Process: 1. Plot the spring data. The x-coordinates should be represented by F_data, the y-coordinates should be represented by x_data, and the data points should be marked with a cross ('x'). 2. In the same figure, plot the initial estimate for the fit line: x_fit = F_data/k. Use a line colour of red. Useful Functions: plot, hold Function Template: function dataplot() %INSERT CODE end