A beam is subjected to bending moment M. What is the relationship between shear force F and bending moment M?AM=d2Fdx2M = \frac {d^2F}{dx^2}M=dx2d2FBM=dFdxM = \frac {dF}{dx}M=dxdFCF=d2Mdx2F = \frac {d^2M}{dx^2}F=dx2d2MDF=dMdxF = \frac {dM}{dx}F=dxdMAnswer: F=dMdxF = \frac {dM}{dx}F=dxdM Read Explanation: The rate of change of bending moment at any section is equal to shear force at that section. i.e., F=dMdxF = \frac {dM}{dx}F=dxdM Read more in App