Drag modeled by this function of velocity arises from the energy need to move the medium, and is not analytically solvable in general.
Drag modeled by this function of velocity arises from the energy need to move the medium, and is not analytically solvable in general. Potential energy extrema are all locally approximated by this type of function. The power dissipated by a resistor equals resistance times this function of current. This type of function is the potential of a system which is used to model diatomic molecules as harmonic oscillators. The denominator of the expression for gravitational force contains this function of distance. An object moving in uniform gravity follows this type of trajectory. For 10 points, identify this function, which is applied to velocity in the expression for kinetic energy.
Drag modeled by this function of velocity arises from the energy need to move the medium, and is not analytically solvable in general.
quadratic [or word forms; or parabolic or word forms; accept x squared; accept x to the second power (or “n” or anything instead of “x” in that answer); prompt on “polynomial”] &lt;AS&gt;