Interpolatsioonipunktis

Interpolatsioonipunktis refers to a point within an interpolation process where a specific value is being estimated. When interpolating, we use a set of known data points to estimate values at unknown points. An interpolatsioonipunktis is one of these unknown points for which we are calculating an approximate value. The accuracy of the interpolated value at this point depends on the chosen interpolation method, the number of known data points used, and their distribution. Common interpolation methods include linear interpolation, polynomial interpolation, and spline interpolation, each offering different approaches to estimating values at interpolatsioonipunktis. The goal is to find a function that passes through or near the known data points and then evaluate this function at the interpolatsioonipunktis. The selection of an appropriate interpolatsioonipunktis is crucial for tasks such as data smoothing, curve fitting, and numerical integration.