Find a bounding box for coordinates in 2 dimensions:

Pad by 1 in each direction:

Pad by 1/4 of the span in each dimension:

Find the coordinate bounding box of the vertices of a pentagon:

Find the coordinate bounding box of pairs of numbers in a ragged array:

Find the bounding box of a collection of 2D points, padding out one unit in all directions:

Pad differently in the horizontal and vertical directions:

Specify different paddings in each of the four directions:

Take 3D coordinates of different types:

Find the bounding box:

Pad by 1 in each dimension:

Pad by a fraction of the difference in each dimension:

Pad by different amounts for different dimensions:

Pad the minima and maxima differently:

Pad differently in each direction:

When there are coordinates that are not numerical, the result is typically expressed in terms of Min and Max:

Generally, CoordinateBoundingBox[coords] is the transpose of CoordinateBounds[coords]:

For coordinates given in a matrix, CoordinateBoundingBox[coords] is equivalent to Transpose[Map[MinMax,Transpose[coords]]]:

Take a collection of 500 random geo positions in France:

Find the coordinate bounding box of the latitude and longitude quantities:

The same corner points can be obtained with GeoBoundingBox, expressed as GeoPosition objects:

Draw the 500 points, the bounding box region and geo markers at the corner points: