PLEASE SOLVE VIA MATLAB!!!!!!!!!!

QUESTION 2. Submit all steps, code, script, solutions, etc. [Mark: 4.5] A water tower supplies water through a pipe as shown in the figure. As a first approximation, the energy balance can be expressed as gH2V2=f(dL+H+dLelbow+dLvalve)2V2+K2V2 Here, gravitational acceleration, g=9.81m/s2,H is tower height [m],V is water velocity [m/s],f is pipe friction factor, L is the length of the horizontal pipe of interest [m],d is the pipe diameter [m],Lelbow is the equivalent length of the elbow section [m], Lvalve is the equivalent length of the valve section [m], and K is the loss coefficient for the exit at the bottom of the water tank. Use Newton-Raphson method to determine the flow rate of the moving water in the pipe, in m3/s, for H=3a1,L=72,f=0.023,d=0.1m,Lelbow/d=30,Lvalve/d=8,andK=0.5. Here, 1,2,3 are the largest, second largest, and third largest digits, respectively, of your student ID. For example, ID = 110733456 gives 1=7,2=6,3=5, and thus, H=37m,L=76m,f=0.025. Show the first two steps by hand. Assume convergence when