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hey everyone in this video were going to be implementing the fixed point iteration method into excel to walk through how to do this i will be completing the following example the problem states for us to find the leftmost root of the functions eulers number to the power of 0.5 x minus x minus 2 using the fixed point iteration method to a percent error of 5 to begin we first need to find our g of x functions for f x that is we need to set f of x to 0 and solve for one of our x terms as you can see here i completed that for you and our two potential g of x terms are e to the power of 0.5 x minus 2 for g 1 of x and 2 lon of x plus 2 for g2 of x now we can choose either equation here to begin solving sometimes both equations will work only one will work or sometimes neither will work however as i mentioned in our fixed point method convergence video if the slope of the tangent line is greater than 1 in absolute terms at the root then our fixed method will never converge when examining