British flag theorem British flag theorem In Euclidean geometry, the British flag theorem says that if a point "P" is chosen inside rectangle "ABCD" then the sum of the squared Euclidean distances from "P" to two opposite corners of the rectangle equals the sum to the other two opposite corners. As an equation: The theorem also applies to points outside the rectangle, and more generally to the distances from a point in Euclidean space to the corners of a rectangle embedded into the space. Even more generally, if the sums of squared distances from a point "P" to the two pairs of opposite
Flag of the Gambia flag of the Gambia – red (LSAP), blue (DP) and Green (The Greens). Footnotes Bibliography Flag of the Gambia The national flag of the Gambia consists of three horizontal red, blue and green bands separated by two thin white fimbriations. Adopted in 1965 to replace the British Blue Ensign defaced with the arms of the Gambia Colony and Protectorate, it has been the flag of the Republic of the Gambia since the country gained independence that year. It remained unchanged throughout the Gambia's seven-year confederation with Senegal. The British first arrived in what is now modern-day Gambia in 1661, when