The Chandrashekar Limit gives the upper bound on this quantity of white dwarf stars, and the product of the rotational analogue of this quantity and angular acceleration yields torque.
The Chandrashekar Limit gives the upper bound on this quantity of white dwarf stars, and the product of the rotational analogue of this quantity and angular acceleration yields torque. This quantity appears along with velocity squared in the equation for kinetic energy. Einstein formulated an equation that equates the product of this quantity and the square of the speed of light to energy. For 10 points, name this quantity that, when multiplied by gravity, yields an object's weight and is measured in kilograms.
The Chandrashekar Limit gives the upper bound on this quantity of white dwarf stars, and the product of the rotational analogue of this quantity and angular acceleration yields torque.
{mass} [do not accept “weight”]