In beam theory, the bending moment is given by this quantity times the moment of inertia times the curvature of the beam. The limit to which this quantity can be applied is squared and divided by twice this quantity to give the resilience. The quantity 1 plus Poisson's ratio times twice the shear modulus gives this quantity, and it can be used over ranges where the stress is less than the yield strength. According to the generalized Hooke's law, this tensor quantity is the ratio between the uniaxial stress and uniaxial strain, and can thus be found from the slope of a stress-strain curve. For 10 points, identify this quantity which has units 
In beam theory, the bending moment is given by this quantity times the moment of inertia times the curvature of the beam. The limit to which this quantity can be applied is squared and divided by twice this quantity to give the resilience. The quantity 1 plus Poisson's ratio times twice the shear modulus gives this quantity, and it can be used over ranges where the stress is less than the yield strength. According to the generalized Hooke's law, this tensor quantity is the ratio between the uniaxial stress and uniaxial strain, and can thus be found from the slope of a stress-strain curve. For 10 points, identify this quantity which has units of pressure and which describes the stiffness of a material.
In beam theory, the bending moment is given by this quantity times the moment of inertia times the curvature of the beam.
{Young's} modulus