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Τι (ποιος) είναι irreducible cut - ορισμός
.jpg?width=200 "Contemporary Czech cut glass in two colours")
.gif?width=200 "Czech glass-cutter at work")
![Chandelier in the chapel of [[Emmanuel College, Cambridge]], donated in 1732, one of the earliest datable cut glass examples. The shape follows contemporary brass examples, with glass branches but no "drops"; only the pieces down the stem are cut, mostly with flat facets.<ref>Battie & Cottle, 102</ref>](https://commons.wikimedia.org/wiki/Special:FilePath/Emmanuel College Chapel 2, Cambridge, UK - Diliff (cropped).jpg?width=200 "Chandelier in the chapel of [[Emmanuel College, Cambridge]], donated in 1732, one of the earliest datable cut glass examples. The shape follows contemporary brass examples, with glass branches but no \"drops\"; only the pieces down the stem are cut, mostly with flat facets.<ref>Battie & Cottle, 102</ref>")
![American "brilliant cut" [[punch bowl]] on stand, 1895](https://commons.wikimedia.org/wiki/Special:FilePath/Punch Bowl on Stand LACMA M.91.320.6.jpg?width=200 "American \"brilliant cut\" [[punch bowl]] on stand, 1895")
![Montgolfier]]" shape (due to its resemblance to an inverted [[hot air balloon]]),<ref>History</ref> in [[Edinburgh]]](https://commons.wikimedia.org/wiki/Special:FilePath/Royal Lyceum Edinburgh Chandelier.jpg?width=200 "Montgolfier]]\" shape (due to its resemblance to an inverted [[hot air balloon]]),<ref>History</ref> in [[Edinburgh]]")
![Regency]] chandeliers in [[Saltram House]], England](https://commons.wikimedia.org/wiki/Special:FilePath/The Saloon (7279934644).jpg?width=200 "Regency]] chandeliers in [[Saltram House]], England")
![[[Waterford Crystal]] factory in 2001](https://commons.wikimedia.org/wiki/Special:FilePath/Waterford Crystal tour - Quality control - geograph.org.uk - 1636581.jpg?width=200 "[[Waterford Crystal]] factory in 2001")
![engraving]] above, England, late 18th-century](https://commons.wikimedia.org/wiki/Special:FilePath/Wine Rinser (England), 18th century (CH 18464757-2) (cropped).jpg?width=200 "engraving]] above, England, late 18th-century")
, 1760–80 (CH 18621563) (cropped).jpg?width=200 "Dessert glass, England, 1760–80")
.jpg?width=200 "Bowl, 1820–30, English")
, early 19th century (CH 18621221).jpg?width=200 "Irish jug, early 19th century")
, ca. 1835 (CH 18621547) (cropped).jpg?width=200 "English (?) vase, c. 1835")
Βικιπαίδεια
In algebra, casus irreducibilis (Latin for "the irreducible case") is one of the cases that may arise in solving polynomials of degree 3 or higher with integer coefficients algebraically (as opposed to numerically), i.e., by obtaining roots that are expressed with radicals. It shows that many algebraic numbers are real-valued but cannot be expressed in radicals without introducing complex numbers. The most notable occurrence of casus irreducibilis is in the case of cubic polynomials that have three real roots, which was proven by Pierre Wantzel in 1843. One can see whether a given cubic polynomial is in so-called casus irreducibilis by looking at the discriminant, via Cardano's formula.
