Use the Moment Distribution Method to analyse the frame when subjected to the loading shown. Dimensions and load values, which depend on your student ID, are given in the table below. Determine the member forces and support reactions required in the table below. Enter your answers in the space provided. Dimensions: a= 6 m b= 3.2 m C= 5.8 m d= El= EA= Applied actions: F= W= 3 m 200 kNm2 KN 295 kN 16 kN/m a 1 M IF A B E Provide Answer for the followings to an accuracy of 2.5% Result required Member AD - Moment at D: MDA- Member AD - Moment at A: MAD= See Note below Member AD - Maximum Span Moment MaxMAD= Member AB - Moment at A: MAB- Member AB - Moment at B: MBA- Member BC Moment at B: Mac= Absolute Value Unit Direction Member BC - Moment at Point Force F: Mp= Member BE- Moment at B: M= Horizontal Reaction at D: Dx= Note* For the maximum span moment, exclude the values at both ends and find the moment where the shear force is equal to Zero