Lake

Lac la Ronge

Natural Earth’s outline of Lac la Ronge measures about 1,450 km² (558 mi²), the 73rd largest of the 104 lakes on sizeversus, and 86% of the size of the Comoros.

50 km
  • Comoros
  • Lac la Ronge

The numbers

The area is measured from the outline drawn above, on the WGS84 ellipsoid; the published figure is shown beside it, and a water body is kept only if the two are within 10%.

What the numbers say about Lac la Ronge

About the same size as

On the shore

Natural Earth’s outlines of Canada contain or lie within 4 km of the outline of Lac la Ronge. That is what its geometry says, and it is not a statement about who owns the water or where any border runs in it.

Names

Where Lac la Ronge ranks

Lac la Ronge is the 73rd largest of the 104 lakes on sizeversus, ranked by measured area.

Ranked lakes

  1. 70Lac Seul1,520 km²
  2. 71Lake Claire1,480 km²
  3. 72Argentino Lake1,450 km²
  4. 73Lac la Ronge1,450 km²
  5. 74Lake Milh1,430 km²
  6. 75Lake Sevan1,380 km²
  7. 76Khyargas Nuur1,350 km²

All lakes, matched to countries

Share this outline

Outline of Lac la Ronge, about 1,450 km², drawn to true scale
Outlines are drawn at true scale.
Sources and method
Outline
Natural Earth, 1:10m Lakes + Reservoirs, public domain (Lakes + Reservoirs). Outlines of lakes are drawn at 1:10 million.
Boundary
A lake or a sea has no legal boundary of its own. The outline is a cartographic one, and the page says so by showing the measured area beside the published one.
Area basis
Measured outline: computed on the WGS84 ellipsoid from the full-detail outline and shown rounded. Published figure: Wikidata (CC0), fetched 2026-11-11. An outline is kept within 10% of the published figure and matched to other places automatically within 5%.
Depth, volume, height
As recorded in Wikidata; a volume that cannot be right for the area and depth is left out.
Shore
Countries whose Natural Earth outline contains or comes close to the water's outline; computed, not a statement of ownership.
Drawing
Each outline is projected with an equal-area projection centred on its own centroid, so areas stay true and two can be laid over each other.
Data built
2026-11-11

Full method