Idaho and Bay of Biscay are almost exactly the same size
Idaho (state) covers about 216,000 km² (83,500 mi²) and the Bay of Biscay (bay) about 216,000 km² (83,400 mi²). Their outlines are laid over each other below at one scale. The Bay of Biscay outline is Natural Earth’s, checked against the published area.
- 216,000km²Idaho
- 216,000km²Bay of Biscay
200 km
- Idaho
- Bay of Biscay
What fits
- Bay of Biscay is 100% of the size of Idaho.
- The measured areas differ by 185 km², less than half a percent: closer than the measurement itself is certain.
- Measured in Belgiums: Idaho is about 7.05, Bay of Biscay about 7.05.
How they differ
- Their centres are about 7,900 km apart.
- On a standard web map Bay of Biscay looks larger than Idaho: Idaho at 44°N is drawn about 2.0× too large and Bay of Biscay at 46°N about 2.0×, so the map shows Bay of Biscay as 1.04× the size of Idaho, when Idaho is 1.00× the size of Bay of Biscay.
- Together Idaho and Bay of Biscay cover 432,000 km², close to the size of Iraq (437,000 km², 1.2% bigger).
- Bay of Biscay's centre is 1.2° of latitude, about 130 km, farther north than Idaho's.
- Idaho is a state of the United States; it is not drawn with its waters removed, and its measured area is the Natural Earth outline's.
- The Bay of Biscay is a bay and ranks 25th of the 42 seas on sizeversus by area.
- Laid out flat, Idaho stretches about 777 km north to south and 500 km east to west; the Bay of Biscay about 571 km by 592 km.
- Poured over Idaho, the 389,000 km³ that Wikidata records for the Bay of Biscay would stand 1,799 m deep.
- Our measured 216,000 km² is 3.1% below Wikidata’s published figure of 223,000 km². Published areas of lakes and seas move with the water level and with what is counted, so a few percent is expected.
Who wins on what
| Measure | Winner | By |
|---|---|---|
| Larger area | Idaho | 1.00× |
| Farther north | Bay of Biscay | 1.2° of latitude |
Both against the same yardsticks
| Yardstick | Idaho | Bay of Biscay |
|---|---|---|
| Belgium 30,700 km² | 7.05× | 7.05× |
| United Kingdom 244,000 km² | 0.89× | 0.89× |
| Germany 358,000 km² | 0.60× | 0.60× |
| Japan 374,000 km² | 0.58× | 0.58× |
| France 548,000 km² | 0.39× | 0.39× |
| India 3,151,000 km² | 0.07× | 0.07× |
| Brazil 8,473,000 km² | 0.03× | 0.03× |
| United States 9,447,000 km² | 0.02× | 0.02× |
| Russia 16,980,000 km² | 0.01× | 0.01× |
Each figure is the place's area divided by the yardstick's.
Side by side
| Idaho | Bay of Biscay | |
|---|---|---|
| Is a | StateUnited States | Baysea on sizeversus |
| Area, measured | 216,000 km²83,500 mi² | 216,000 km²83,400 mi² |
| Area, published | 217,000 km²Wikidata | 223,000 km²Wikidata |
| Rank by area | – | 25th of 42seas |
| Greatest depth | – | 4,735 mWikidata |
| Volume | – | 389,000 km³ |
| Latitude range | 42°N to 49°N | 43°N to 48°N |
| On the shore | – | 2 on the shore |
Published figures: Wikidata (CC0). A lake or a sea has no legal boundary: the measured area is that of Natural Earth’s outline, and it is shown beside the published one.
- Natural Earth’s outlines of France and Spain lie within 25 km of the outline of the Bay of Biscay. That is what its geometry says, and it is not a statement about who owns the water or where any border runs in it.
Similar in size to Idaho
Similar in size to Bay of Biscay
More comparisons
Sources and method
- Outlines
- Lakes and seas: Natural Earth 1:10m physical vectors (public domain), kept only where the measured area is within 10% of the published one. Countries and regions: Natural Earth, 1:10m Admin 0 and Admin 1, public domain.
- Boundary
- De facto, as drawn by Natural Earth. A lake or a sea has no legal boundary of its own; the outline is a cartographic one.
- Area
- Measured on the WGS84 ellipsoid from the full-detail outlines, shown rounded. The published figure comes from Wikidata (CC0), fetched 2026-11-11, and is shown beside the measured one.
- Drawing
- Each outline is projected with an equal-area projection centred on its own centroid, so areas stay true and the two can be laid over each other.
- Data built
- 2026-11-11
