#Finding roots using the Bisection method. def f(x]: return * 43-8:1 (a,b)=(-3,3) We need an interval for which we can use the IV to claim there is a zero inside. Tolerance-10-85 #This prescribes an upper bound for the error associated with this approximation. error - abs(18"Tolerance) #Any expression larger than the tolerance will suffice- IVT = 1 41 as in yes, the IVT it applies; & as in no, the IVT it does not applies. while error > Tolerance: c=(a+b)/2 Mapproximated maru error=(6-8)/2 Horror upper bound if flo)"f(cko: elif f(b)=: