SOLVE the Recurrence Relation below - i.e. find the explicit formula. Submit a file (a picture) showing all your work Sn = - Sn-1 + 10 for all integers n >= 1; with so = -4 Notice there is a negative sign in front of Sn-1 and so is NEGATIVE 4. You will use the method for solving first-order linear recurrence relations - as given in the Theorem below. First Order Linear Difference Equation with constant Coefficients Theorem 9.1: Given the linear difference equation, Sn = asn- + b with so The general term is: where c = Sn= a"(So +c) -c if a#1 a-1 Sn= So + nb if a = 1