Question 3 Create a Matlab Live Script called "Weight_Calculation.mlx" containing a local function rc_beam_weight that computes the weight of a prismatic reinforced concrete beam, according to the following input parameters: 1. The Matrix Coord containing the 3D Cartesian coordinates of the 8 vertices of the beam (points A to H, see Figure). 2. The vector gamma containing the volume weights of plain concrete (23 kN/m) and steel (77 kN/m2). 3. The scalar value rho containing the steel reinforcement content (defined as the volume of steel divided by the total volume [%]). Use a for loop to compute the weight of the beam for different values of rho (ranging from 0% to 3% with a 0.05% step). The total weight of the beam needs to be computed as the sum of the weights of the steel and concrete. Plot the obtained relationship between rho and total weight in a graph Weight = V concrete concrete + Vsteel/steel p = Vsteel/(V concrete + Vsteel) Question 3 Create a Matlab Live Script called "Weight_Calculation.mlx" containing a local function rc_beam_weight that computes the weight of a prismatic reinforced concrete beam, according to the following input parameters: 1. The Matrix Coord containing the 3D Cartesian coordinates of the 8 vertices of the beam (points A to H, see Figure). 2. The vector gamma containing the volume weights of plain concrete (23 kN/m) and steel (77 kN/m2). 3. The scalar value rho containing the steel reinforcement content (defined as the volume of steel divided by the total volume [%]). Use a for loop to compute the weight of the beam for different values of rho (ranging from 0% to 3% with a 0.05% step). The total weight of the beam needs to be computed as the sum of the weights of the steel and concrete. Plot the obtained relationship between rho and total weight in a graph Weight = V concrete concrete + Vsteel/steel p = Vsteel/(V concrete + Vsteel)