The figure (not drawn to scale) shows a cantilever bar fixed at point A and free at point B. It is subjected to a UDL load w along its entirety, and a point moment of amplitude M at the free end B. Given The bar 's length L=950mm; Young's modulus E=210GPa, 2nd moment of area I=400000mm4, the vot w=16kN/m along its entirety, and a point moment of amplitude M at the free end B. Given The bar 's length L=950mm, Young's modulus E=210GPa,2 nd moment of area I=400000mm4, the UDL w=16kN/m, and the point moment M=4kN,m, calculate the reaction force RA in kN, The reaction moment: MA in kN,m, and the deffection at point BB in mm. Enter your answers in the boxes below: The answers are acceptable within a tolerance of 0.1kN for the force, 0.1kN.m for the moment and 0.1mm for the displacement. The answers are acceptable within a tolerance of 0.1kN for the force, 0.1kN.m for the moment and 0.1mm for the displacement: Respect the sign conventions! For instance, note that a negative M means that the point moment is acting in the counterclockwise direction \begin{tabular}{ll} RA: & kN (2 marks) \\ MA: & kNm (2 marks) \\ B: & mm (6 marks) \end{tabular}