"Delapidate" Pronounce,Meaning And Examples
"Delapidate" Natural Recordings by Native Speakers
"Delapidate" Meaning
To delapidate means to let or allow something to becomeruined or damaged, often through neglect or lack of proper care or maintenance.
"Delapidate" Examples
Example Sentences for the Word "Delapidate"
The old mansion had fallen into disrepair and was slowly delapidating, its grandeur and beauty slowly being erased.
The city officials were trying to prevent the downtown area from delapidating further by implementing urban renewal projects.
Over the years, the once-thriving factory had delapidated, its equipment rusting and its buildings showing signs of decay.
As a result of the lack of maintenance, the apartment complex had delapidated, making it an eyesore in the neighborhood.
The terrible living conditions and lack of funds had caused the community's infrastructure to delapidate, making it a challenge to live there.
"Delapidate" Similar Words
Dekko
The word "dekko" is a colloquial or informal term that is commonly used in British English, particularly in the north of England, the Humber Estuary, and in some parts of Scotland and Ireland. It can have different meanings depending on the context, but it usually means "a look" or "a glance". It is often used to ask someone to take a look at something or to express surprise or interest. For example:<br><br> "Dekko at that view!" (Take a look at that view!)<br> "I had a dekko at the new restaurant and it looks amazing!" (I looked at the new restaurant and it looks amazing!)<br><br>In some cases, "dekko" can also be used as a noun to refer to a quick glance or a sneaky look.
Dekoden
Delacroix
Eugène Delacroix was a French Romantic painter and artist who was known for his dramatic and emotive use of color. He is considered one of the most important figures in the development of French Romantic art. He was particularly famous for his series of paintings depicting the July Revolution of 1830 and for his portraits of notable figures of his time.
Delairea
Delairea is a genus of flowering plants in the family Boraginaceae. The plants in this genus are also known as "ice plants" or " living stones" due to their unique, stone-like appearance and ability to store water in their leaves. They are native to Africa and are popular ornamental plants in gardens, often grown for their distinctive foliage and colorful flowers.
Delaminate
Delaminate: to separate or split into layers or sheets, often suddenly or violently, especially in a way that causes damage or destruction.
Delamination
Delamination is a process where layers of a material, often a composite material, separate from each other. This can occur due to various reasons such as stress, vibration, or physical damage. In construction, delamination can refer to the separation of layers in a concrete slab or a composite material, which can weaken the structure. In textiles, delamination can occur in fabrics made of multiple layers, causing tears or holes.
Delaney
Delany
Delany refers to an English-American science fiction and fantasy author, Samuel R. Delany. He is a renowned writer known for his imaginative and complex works that often explore themes of identity, sexuality, and social justice.
Delapsion
Delate
Delete refers to the act of erasing or removing something, typically electronically, such as deleting a file or a message from a digital device.
Delatinization
Delation
Delative
Delator
A delator is a noun that refers to a person who betrays or informs against others, often in a treasonous or disloyal manner. It can also describe an informer or an accuser who reveals the guilt of another person.
Delaunay
The word "Delaunay" refers to a type of triangulation used in computational geometry and mesh generation. It is named after the French mathematician Boris Delaunay, who first described this method in the 1930s.<br><br>In the context of mesh generation, a Delaunay triangulation is a way to divide a 2D or 3D space into smaller triangles, where each triangle satisfies a certain condition: the circumcircle (the circle passing through the three vertices of the triangle) does not contain any other points from the input set.<br><br>In other words, the Delaunay triangulation algorithm creates triangles that are "locally optimal" in the sense that no other point from the input set lies within the circumcircle of the triangle. This property makes Delaunay triangulations useful in various applications, such as computer-aided design (CAD), geographic information systems (GIS), and numerical simulation.
Delaware