Exercise 1. Use what you have learnt in class in the modelling of a jacketed CSTR, fed with a single inlet stream. Under some assumptions, we showed that the steady temperature of the fluid leaving the tank is given by: Do not need to derive the mass-balance equation above. After replacing in the above equation, the appropriate values for the constant physical properties, and fixing a numerical value of CA, the equation is reduced to: 2.61.45T+5105e2000T=0 You are asked to perform five iterations of the Newton-Raphison algorithm for finding the roots of this nonlinear equation accurate to the seventh accurate decimal place. The first guess for T(0) start is the same temperature as the inlet stream T(0)=Tin=290K. Exercise 1. Use what you have learnt in class in the modelling of a jacketed CSTR, fed with a single inlet stream. Under some assumptions, we showed that the steady temperature of the fluid leaving the tank is given by: Do not need to derive the mass-balance equation above. After replacing in the above equation, the appropriate values for the constant physical properties, and fixing a numerical value of CA, the equation is reduced to: 2.61.45T+5105e2000T=0 You are asked to perform five iterations of the Newton-Raphison algorithm for finding the roots of this nonlinear equation accurate to the seventh accurate decimal place. The first guess for T(0) start is the same temperature as the inlet stream T(0)=Tin=290K