Consider the following equation: = 1 ^cx where is a known value. Using the relaxation method, write a Python program to solve this equation for values of ranging from 0.01 3 in steps of 0.01 and make a plot of the solution as a function of . Calculate your solutions to an accuracy of 10^6. At what value of does the solution transition from = 0 to a regime where is nonzero? Write a print statement to output this value. Please comment well.

Consider the following equation: x = 1 -e-cx where c is a known value. Using the relaxation method, write a Python program to solve this equation for values of c ranging from 0.01 Sc53 in steps of 0.01 and make a plot of the solution x as a function of c. Calculate your solutions to an accuracy of 10-6. At what value of c does the solution transition from x = 0 to a regime where x is nonzero? Consider the following equation: x = 1 -e-cx where c is a known value. Using the relaxation method, write a Python program to solve this equation for values of c ranging from 0.01 Sc53 in steps of 0.01 and make a plot of the solution x as a function of c. Calculate your solutions to an accuracy of 10-6. At what value of c does the solution transition from x = 0 to a regime where x is nonzero