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Join date: May 12, 2022 A program to solve equations, i.e. to decompose u into a linear combination of the (unknown) roots of (1.3.1) the coefficients of the combination are given by u and u'. for example u = 1 + sin x + x^2 / 3 u' = 1 + cos x the input is a string containing the equation: so to decompose u = 1 + sin x + x^2 / 3 into a linear combination of the (unknown) roots of (1.3.1) the result is printed as follows: in a first step you will be asked for the coefficients u and u' in the example you are asked for coeff : 1 coeff : sin x coeff : x^2/3 out : u = 1 + cos x u' = sin x given : u = 1 + sin x + x^2 / 3 then you will be asked for the roots x1, x2,..., xn solutions : x1 = 1.452733 x2 = 0.696039 x3 = -0.138601 see also the python code : # immo code calculator v1 1 # compile with python -O immo.pyc # immo = immo.Immo() def calcul(u, u'): n = len(u) # the equation (1.3.1) eq = ' %s = %s ' % (u, u') # print("u :", u) # print("u' :", u') # print("n :", n) # Decompose u into a linear combination of the roots of (1.3.1) # and compute the coefficients # the coefficients c = u' # the unknowns x = *n # find the roots

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