Question $22$

$3pts$

Computing a BUFFER around a feature can be described as $-$

Vector to Raster conversion. Rasters always represent area, vectors always represent lines.

A dot$-$to$-$dot data array holding homogenous data in raster format

A single layer process computing a distance $($using a numeric field$)$ from a feature assuming the distance units of the data layer properties. $q,$

A single layer process involving a selected feature$($s$)$ of mixed types, e$.$g$.$ points and polygons producing a polyline feature.

$$ A multi layer process where the child attribute table is equal to the parent attribute table.