The engineer applied the inverse Fourier transform to recover the original signal from the measured frequency spectrum.

The intensity of sunlight on the spacecraft decreased according to the inverse-square law as it moved farther from the Sun.

The inverse hyperbolic function appears in the solution to the differential equation describing the catenary.

To solve for the angle, you can apply an inverse trigonometric function to the ratio.

Many physics problems require the use of inverse hyperbolic functions to express solutions in closed form.

Many algorithms compute inverse Fourier transforms efficiently to recover signals from spectral information.

Calculating limits often requires understanding inverse trigonometric functions and their derivatives.

Scientists rely on inverse-square laws to predict how light and gravity fade as distance increases.

The composer used a retrograde inversion to turn the inversion of the tone row backward, creating a darker mirror of the original series.

An inversion pair of a permutation σ is a pair of indices (i, j) with i < j and σ(i) > σ(j), and counting all such inversion pairs yields the inversion number.