1. The problem statement, all variables and given/known data Most functions can be rearranged in several ways to give x = g(x) with which to begin the fixed-point iteration method. For f(x) = e^x − 2x^2 , one g(x) is x = +- sqrt(e^x/2) a) Using the convergence criteria, show that this converges to the root near 1.5 if the positive value is used and to the root near -0.5 if the negative is used. Do not carry out iterations! 2. Relevant equations 3. The attempt at a solution what is convergence criteria for fixed point iteration, how can i solve this problem?