Answer Happy

A state of stress at a point is the result of two separate actions, one produces the pure shear of 35 MPa shown in figure A and the other produces the pure shear of 30 MPa shown in figure B 30 MPa Y X Figure A 30 MPa 35 MPa Figure B Mp 35 Calculate the resultant shearing stress by rotating the state of stress in figure B to coincide with that in figure A so that the stresses can be superimposed and added directly. Select the correct response:
Calculate the resultant shearing stress by rotating the state of stress in figure B to coincide with that in figure A so that the stresses can be superimposed and added directly. Select the correct response 65.00 MPa 12.50 MPa 50.00 MPa 20.00 MPa