Equilateral pentagon and no sides intersecting others. A common example of this type of pentagon is the regular pentagon. Equilateral pentagon In geometry an equilateral pentagon is a polygon with five sides of equal length. Its five internal angles, in turn, can take a range of sets of values, thus permitting it to form a family of pentagons. The requirement is that all angles must add up to 540 degrees and must be between 0 and 360 degrees but not equal to 180 degrees. In contrast, the regular pentagon is unique, because it is equilateral and moreover it is equiangular (its five
The Conversion of Sum Loo The Conversion of Sum Loo The Conversion of Sum Loo is a short story by Willa Cather. It was first published in "Library" in August 1900. After his first wife dies without giving him the progeny his recently deceased father strongly wished him to have, Sum Chin, who grew up in China and now lives in San Francisco, decides to get married to the daughter of a friend he had in China. They have a child together, Sum Wing, and baptise him. The child dies, and Sum Chin becomes very mournful; this was his last chance of living up to